tag:blogger.com,1999:blog-70462421229635376902024-03-13T04:52:55.739-10:00Philosophy MetablogThe Pilos: tenure-track philosophy posts. Major senior figures also welcome #05394-1D XAXAKA KAKAXA ATAXXA XAXXA XA #090429FTristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.comBlogger81125tag:blogger.com,1999:blog-7046242122963537690.post-91514025930160347822020-09-04T19:48:00.004-10:002020-09-05T14:09:54.657-10:00The Guys<p> <img alt="" 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" /></p><p>those are my guys</p>Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com2tag:blogger.com,1999:blog-7046242122963537690.post-11114484461802501872019-12-13T23:26:00.000-10:002019-12-13T23:33:57.136-10:00Reflections on the Papineau CaseI would like at this time - various personal factors having propitiously come into alignment - to commit to writing some reflections occasioned by the recent case of Papineau's error (covered on this website but, alas, not others).<br />
<br />
I have many feelings about this. For one, how could so great a man as Papineau - and let's face it, he is a man - ignore what must come to him as important news about an error he has committed in writing, for a top academic journal at that? It must be that he does not yet know about it. Far be it from me to enlist my dear readers as mercenaries. Please do not bother him. But it does bother me nonetheless.<br />
<br />
Another issue raised by the whole brouhaha is that copy editing has fallen to a barbarous level.<br />
<br />
(For background, at this point I think I should inform any readers who are just tuning in that Papineau's error consisted in writing 'Let me put <i>me</i> cards on the table' (my emphasis) when he should have written, presumably (we have no way of knowing for certain what his intentions were - unless of course he decides to break his silence), 'Let me put <i>my</i> cards on the table' (again, my emphasis; far be it from me to suggest that he ought to have emphasised that the proverbial cards were <i>his</i>). Images of the error have been supplied in other posts. It would be tiresome for me to go and copy them and then paste them into the present post, so I ask the reader to look up the relevant posts and view the images for himself or, indeed, herself, for I welcome my woman readers as well as the men and boys.)<br />
<br />
The above parenthetical remark having been made, let me explain why the failure of copy-editing is especially telling of our age. Note that the offending word <i>is, despite its having no business being used in that context, nevertheless a proper word</i>. This is a very important point. It is important because a standard spell checking piece of software <i>would be unable to detect this error</i>.<br />
<br />
But an error it is, and an error it remains (there has still been no correction, despite another correction to the paper having been issued - see a previous post for my reflections on this matter).<br />
<br />
This shows in sharp relief how it is not enough to use computers. We living, breathing scholars of the humanities are able to see the problem with Papineau's output, and it is glaring, despite the offending word being a perfectly good word in its own right ('though, admittedly, not in the context in which it appears there).<br />
<br />
This has now spawned many further reflections on the use and misuse of computers, but this post has grown far beyond the tentative bounds I set for it in my mind's eye when I sat down to write. This is a thread I may take up on another occasion, but the Papineau affair is a sprawling beast, and there may be more important aspects of it to discuss. Stay tuned - I know there are other issues in the profession and with out intellectual culture at the moment, but I will in all honestly probably be pursuing this matter almost exclusively for the foreseeable future.<br />
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<a data-track-action="Journal title" data-track-label="" data-track="click" href="https://link-springer-com.ezproxy1.library.usyd.edu.au/journal/11229" style="background-color: initial; box-sizing: border-box; color: #4500a7;" title="Synthese"><span class="JournalTitle" style="box-sizing: border-box;">Synthese</span></a></div>
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<span class="ArticleCitation_Pages" style="box-sizing: border-box;">pp 1–22</span><span class="u-inline-block u-ml-4" style="box-sizing: border-box; display: inline-block; margin-left: 4px !important;">| <a data-track-action="Cite as link" data-track-label="Enumeration section" data-track="click" href="https://link-springer-com.ezproxy1.library.usyd.edu.au/article/10.1007%2Fs11229-019-02405-4#citeas" style="background-color: initial; box-sizing: border-box; color: #4500a7;">Cite as</a></span></div>
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The disvalue of knowledge Export more entries in formatted text to add them to this list.</h1>
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Papineau, David (forthcoming). The disvalue of knowledge. <em class="pubName" style="box-sizing: border-box;">Synthese</em>:1-22.</div>
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<img alt="Image result for banknotes" 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/><img alt="Image result for explosions" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSsR8OK39_nENLfNdlDUNGKG7NQI0Wtc3AlLwtc2JUWHZqeM8XE&s" />Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com0tag:blogger.com,1999:blog-7046242122963537690.post-33042994485653934832019-10-21T16:42:00.002-10:002019-10-21T16:42:53.301-10:00Update on the Papineau Saga: Correction Made, But Error Is Still ThereHi All,<br />
<br />
You may remember the last post in which I pointed out an error in a paper by David Papineau. Now I have to write again with an update. I was browsing PhilPapers and I saw, to my delight, that a Correction to this paper has been issued:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEik_uZaJzPaL2inv_HQqeHiYmhqh0Oo43GgteEVHaGQMi6eP4sRnDskO6m9-tJTOkvVoEWoET4rozpk2uesaQHwTBIBz9g-bvXyxg_llphYI8DSR9fgkhuhVvizXS1Oz8-OX78OZh26tyyj/s1600/pap2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="537" data-original-width="748" height="228" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEik_uZaJzPaL2inv_HQqeHiYmhqh0Oo43GgteEVHaGQMi6eP4sRnDskO6m9-tJTOkvVoEWoET4rozpk2uesaQHwTBIBz9g-bvXyxg_llphYI8DSR9fgkhuhVvizXS1Oz8-OX78OZh26tyyj/s320/pap2.png" width="320" /></a></div>
Almost dripping with excitement, I proceeded straight to the correction. 'I wonder if this came about as a result of my previous post about the error', I was thinking.<br />
<br />
I clicked through and saw that the error is not described - it just says that the original article has been corrected. So, I went and looked again and the original article. But, to my dismay, the error I noticed and reported in my previous post was <i>still present</i>!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaz8odMzxB2ZfwBqom_Zgf-gDwCngPQSzX0JSKumpnzQKFKB69_SMHGUl6Sa5xk5_uPuAH4BDi1fOhFkIE2fDk7thnJgU8AVX157xj-L9obDA2XA9Tvp_OVlNw_GKaPM-cer8PfT8Zvby-/s1600/pap3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="296" data-original-width="655" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaz8odMzxB2ZfwBqom_Zgf-gDwCngPQSzX0JSKumpnzQKFKB69_SMHGUl6Sa5xk5_uPuAH4BDi1fOhFkIE2fDk7thnJgU8AVX157xj-L9obDA2XA9Tvp_OVlNw_GKaPM-cer8PfT8Zvby-/s320/pap3.png" width="320" /></a></div>
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It would be hard to discover what error was corrected. I do not possess a copy of the original paper, and so can not compare it in detail to the new version in order to see what has changed, thus disclosing what the error was. (If anyone is able to help with this, please leave a comment in the comments or email me.)<br />
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In any case, the original error is very much still there. I hope that Springer will allow another correction to be made, once this comes to their attention.<br />
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I should say: this is a very interesting, provocative paper. It would be a shame if it were forever marred by this error.<br />
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As I write this, it occurs to me that David Papineau is quite an eminent writer. Perhaps there will be a book of his collected papers some day, and in that case, perhaps the error will finally be corrected there. In that case, we would not need to worry about whether Springer will permit a second correction to the Synthese version: it is enough for me if a book comes out in which the error is corrected.<br />
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I hope this soon comes to everyone's attention. I will write again on this blog if I see or hear any further developments!<br />
<br />
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<span class="ArticleCitation_Pages" style="box-sizing: border-box;">pp 1–22</span><span class="u-inline-block u-ml-4" style="box-sizing: border-box; display: inline-block; margin-left: 4px !important;">| <a data-track-action="Cite as link" data-track-label="Enumeration section" data-track="click" href="https://link.springer.com/article/10.1007%2Fs11229-019-02405-4#citeas" style="background-color: initial; box-sizing: border-box; color: #4500a7;">Cite as</a></span></div>
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The disvalue of knowledge</h1>
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<span style="box-sizing: border-box;"><div class="open-access u-text-separator-after-micro" id="open-choice-icon" style="box-sizing: border-box; color: #c74f04; display: inline-block;">
Open Access</div>
<span class="test-render-category" style="box-sizing: border-box;">Epistemic Rationality</span></span><img alt="Image result for paper money" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSKu9Dxf5bnRUxkqVL156nAbSVi0MkGasU3YkojtcPygt9DTwMFgg" style="background: rgb(255, 255, 255); border: 1px solid rgb(239, 239, 239); box-shadow: rgba(0, 0, 0, 0.1) 1px 1px 5px; color: #d41120; font-family: "Courier New", Courier, FreeMono, monospace; font-size: 22px; font-weight: 700; letter-spacing: normal; padding: 5px;" /><br style="background-color: white; color: #d41120; font-family: "Courier New", Courier, FreeMono, monospace; font-size: 22px; font-weight: 700; letter-spacing: normal;" /><a class="rg_l" 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<span class="article-dates__label" style="box-sizing: border-box; font-weight: 600;">First Online: </span><span class="article-dates__first-online" style="box-sizing: border-box;">04 October 2019</span></div>
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<br />Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com0tag:blogger.com,1999:blog-7046242122963537690.post-15832548642727108162019-10-08T02:21:00.001-10:002019-10-08T02:50:44.820-10:00An Error By David Papineau in a Recent Paper in Synthese<div class="separator" style="clear: both; text-align: center;">
I am here, reinstating the Pilos, to call attention to an error in a paper by David Papineau. I've got you David Papineau. You are guilty of an error here. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsNoZ2XafKMbFzjhvXcefCj9LFg2KG-PlyvoGyRarg6yaf73AYF74m6yoVmi_IdKjdJIDkW70hSYd0jipXfQQxeHK-xmFKkWvB1OkzKXsnbvRQ5XMaLMIiqjWJSdLFS08pBRclYxxSDZPA/s1600/Pap.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="762" data-original-width="1021" height="237" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsNoZ2XafKMbFzjhvXcefCj9LFg2KG-PlyvoGyRarg6yaf73AYF74m6yoVmi_IdKjdJIDkW70hSYd0jipXfQQxeHK-xmFKkWvB1OkzKXsnbvRQ5XMaLMIiqjWJSdLFS08pBRclYxxSDZPA/s320/Pap.png" width="320" /></a></div>
There was also an error where a paper was referred to in Author Date format but there was no entry for it in the bibliography. There was another error in the text as well, which I won't mention.<br />
<span style="background-color: white; color: #333333; font-family: "Open Sans", sans-serif; font-size: 14px;">Papineau, David (forthcoming). The disvalue of knowledge. </span><em class="pubName" style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Open Sans", sans-serif; font-size: 14px;">Synthese</em><span style="background-color: white; color: #333333; font-family: "Open Sans", sans-serif; font-size: 14px;">:1-22.</span><br />
<img alt="Image result for paper money" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSKu9Dxf5bnRUxkqVL156nAbSVi0MkGasU3YkojtcPygt9DTwMFgg" /><br />
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Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com0tag:blogger.com,1999:blog-7046242122963537690.post-86771074309449946202019-02-07T15:09:00.001-10:002019-02-07T15:12:30.299-10:00New Initiative: Let's Write a Second Dissertation (Online!)<i>I was coming home from a conference at a small state school with my son and we were amusing ourselves by discussing what I would do if I had to write a second dissertation, and at first I was saying to Finn 'Yeah right! I'd rather read </i>The Critique of Judgement<i> in the original German - again!' But then I began to think 'Hey, there could be something in this'. I floated the idea on Twitter in the Fall and it just blew up. Grad students everywhere said 'This could really help us', and I though it could be a cool way to both help people navigate the profession and also maybe create some new research ideas</i>.<br />
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So, enough background. Here's the plan:<br />
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- Every week one of us will post a new Chapter to a second dissertation (which can't be on the same topic as your real one!) and then we can all critique it together in the comments. Then we will go through and make corrections, playing something like the role of an examination or defense.<br />
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- Remember to cite approapriate sources, and show independence of mind.<br />
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- Try to pick a topic that engages with current debates and will actually change people's lives.<br />
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- Logic is fine but don't get lost in the woods!<br />
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- I will pick a winner once everyone's Second Dissertations are finished and we will send them all to Oxford University Press, but the winner will get a second Doctorate from me personally.<br />
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Have at it, use the Author-Date format, and use plenty of subheadings. (I don't want us to be sitting there going 'Where are we? What was the current point anymore?') I have a feeling this is going to be really fun. Some ideas for topics sorted into two Categories:<br />
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Modern: Embodied cognition, data visualisation, bioethics, Twitter, immigration, metaethics, AI, and self-driving cars.<br />
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Traditional: Malebranch, Spinoza, Graham Harman, Plotinus, and Isiah Berlin.<br />
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I'm starting mine tonight! Already have about a thousand words, and pretty good ones too.<br />
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Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com5tag:blogger.com,1999:blog-7046242122963537690.post-33463088155416113622019-01-20T19:46:00.002-10:002019-01-21T19:02:46.356-10:00Wisdom at the Gate: An Expectatoration<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">Wisdom at the Gate: An Expectatoration</span></span><br />
<span style="background-color: transparent; color: black; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></span>
<span style="background-color: transparent; color: black; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">Introduction</span></span></div>
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<b id="docs-internal-guid-189d7981-7fff-52da-fe5e-f15bd6cfa5aa" style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">O my brothers, do you not see what you have done? Sweet Wisdom herself now skulks around the perimeter of the Castle of Learning, and you spurn her! In Section 1 I will give the plans of the Castle. In Section 2 I will develop an original account of Sweet Wisdom. In Section 3 I will argue, with the help of recent results, that you must whip your consciences raw in searching for the reason for this great calumny. In Section 4 I respond to some objections.</span></span></div>
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<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
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<span style="background-color: transparent; color: black; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">1. The Castle</span></span></div>
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<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">O my brothers, good is the gate and bright is the mote! See the very dove that carried me beyond my education! All my discoveries are got up in finery! But now! what is this? The Clock! The Clock, really a Town Clock, and imported from the Town, is now the greatest adornment the Castle has to boast of. With it we apportion our blood, my brothers! With it we measure our very hearts!</span></span></div>
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<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">(At this the people began to snigger, and one even decided to pour himself a bit of water into what used to be a wine cup. The Clock even gave a wink.)</span></span></div>
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<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">O, very well, mock me Clock! Mock me people! But verily, I tell you the truth - what am I saying? - I put into your hands the very plan of the Castle! Do you not divine in this document the power to found whole new institutions of learning, such as will make our Yale, our Princeton and our Oxford look like some small community college in Canada? If you do not yet divine it, I ask only that you keep it at your breast and do not cast it down or even file it away. Do this as a favour to me, and in Section 3 you will be glad of it.</span></span></div>
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<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
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<span style="background-color: transparent; color: black; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">2. The Nature of Sweet Wisdom</span></span></div>
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<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">Sometimes my very soul is as if drunk at regarding its countenance! But then, lo, I become restive - I become angry with myself and at what now appears to me as no more than base grovelling on my part, and argue with myself thus: 'But I know how to cut a great figure in the Town, do I not?! I know how to measure time and other things! Why must I be held in check by this devotion, conceived before I even knew the latest techniques?!'.</span></span></div>
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<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">But such rebellions of the spirit never stick in a person - or if they do, it is only due to the accidental cutting off, by extraneous factors - extraneous factors, do you hear me? - of the life or mind of the poor subject. No, </span><span style="background-color: transparent; color: black; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">always</span><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> (barring such extraneous factors) will the look of hope and devotion, now tinged with sheepishness, return to the pale cast of such a subject! Such is Sweet Wisdom’s magnetism! </span></span></div>
<div style="text-align: justify;">
<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">And in this lies a clue to its nature: Sweet Wisdom (SW hereafter) does not pull importunately at your pen, does not raise spectres every day on your computer as you look for your little pins and needles. No! Verily, SW bides her time, almost glad at your dilly-dallying, with indulgence as for a child who tarries on the way to and from an errand!</span></span></div>
<div style="text-align: justify;">
<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">Consider: if you had a tree of fruit, and apportioned from it a box of apples for your kinsfolk, and if on reaching Town Square found it empty, what would follow? Would the tree now be bare and worthless forever? Would you feel the need to search high and low all the while carrying your miserable, spoiling fruit-box, in case of encountering your good kin? Or would you merely laugh, put the box to one side should your kin return soon, and go about whatever Town business you may have, upon completion of which you might lope back happily to your orchard?</span></span></div>
<div style="text-align: justify;">
<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">I need not await your answer, for such is the nature of SW.</span></span></div>
<div style="text-align: justify;">
<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">3. Why You Must Whip Your Conscience Raw</span></span></div>
<div style="text-align: justify;">
<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">As I - after a long sleep in which was invented modern warfare and much besides - approached the Castle of Learning, I began to hear a queer sound. Straining both ears, I thought ‘This is no merely human voice, nor animal - but a voice it is!’. No sooner did I think this than I determined its approximate source: it came from the perimeter, from the gate through which all must pass in order to gain entry. I quickened my steps.</span></span></div>
<div style="text-align: justify;">
<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">What is it? What is this sound, which I seem to remember? And, brothers - I say this gladly but without taking pleasure in the fact itself that I relate - the voice was none other than that of SW (although in truth I was not to make up my mind about this until much later). Where though was she? As I approached the gate the noise increased, but as I passed through it, an even queerer thing happened: the voice began to fade again. Strange, I thought. I must have failed to look properly - failed to see the source of the sound on my approach to the gate. (It was by now growing dark, as the Clock was well aware.)</span></span></div>
<div style="text-align: justify;">
<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">Is the meaning of my words understood? We have made Sweet Wisdom - I was going to abbreviate it but I now refuse to do that any more; if you have no time to read the whole of that hallowed name, cast away my discourse! I no longer care! Climb if you wish to the topmost point in Town Square, still I do not care! - brothers, we have made Sweet Wisdom invisible! But the ear is a jealous little beast, bashful at its queer shape, and loves to prove itself against the pretty, fickle eye. Thus did I hear the plaintive cry of Sweet Wisdom, blocked at the gate by the learned Guard, whose helmet now covered his ears.</span></span></div>
<div style="text-align: justify;">
<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Is this </span><span style="background-color: transparent; color: black; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">your</span><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> fault, my brothers? I do not know the answer to that question, but you must whip your conscience raw in search of it! Hear me: you may have blood on your hands! You who believe that blood is no longer necessary, may nevertheless be encumbered with whole handfuls and earfuls and ...</span></span></div>
<div style="text-align: justify;">
<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">4. Objections and Replies</span></span></div>
<div style="text-align: justify;">
<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">Objection 1: If SW is invisible as you say, and yet our eyes are more acute, does that not mean that what appeared to be SW was really just some kind of artefact of our imperfect perceptual apparatus? An optical illusion, as it were? </span></span></div>
<div style="text-align: justify;">
<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Reply: I do not deny the power of these words, and I do not deny the now-greater acuity of your eyes. But the eyes are but portals - ports, input ports, I can speak your vile language too, see? - and their deliverances must be organized and interpreted, as you and I have known for a long time now. And here is my claim: just as the learned Guard, whose helmet now covered his ears, was unable to see Sweet Wisdom as she assailed the gate of the Castle she once resided in, so too is there a learned Guard </span><span style="background-color: transparent; color: black; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">in your very head</span><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> who also cannot see her.</span></span></div>
<div style="text-align: justify;">
<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Is this an “infinite regress”? Does that Guard in your head, behind your acute eyes, have acute eyes too, and is his failure to perceive Sweet Wisdom to be attributed to the failure of a Guard in </span><span style="background-color: transparent; color: black; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">his</span><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> head?</span></span></div>
<div style="text-align: justify;">
<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">No! There is no regress! The eyes of the learned Guard inside your head were gouged out, in terrible bouts you yourself volunteered for, year after year in your youth. </span></span></div>
<div style="text-align: justify;">
<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Objection 2: OK, but in that case who gouged out eyes of the learned Guard inside our head? You say we volunteered for “bouts”, but </span><span style="background-color: transparent; color: black; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">who did it</span><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">?</span></span></div>
<div style="text-align: justify;">
<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">Reply: Why do you waste my time like this - I hear the Town Clock now, and it has stopped winking! - when you already know the answer to your importunate question? I do not know who gouged out the Guard's green eyes, but I have my suspicions and I pursue them! You must whip your conscience raw in search of an answer to this question. Why should it be easy? Do you now think that everything you do is easy “in principle”? Do you think you have found a meta-machine that you can chug along in for the rest of your days? Well, perhaps you do think that - but were your inner learned Guard sighted you would not!</span></span></div>
<div style="text-align: justify;">
<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Objection 3: How is it to be determined that things are as you say? What if instead we </span><span style="background-color: transparent; color: black; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">do</span><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> keep, as you say, chugging along in our meta-machine, and in this way come upon the Thief of the Eyes of the Inner Learned Guard - and find, to boot, those very Eyes in this Thief's possession?</span></span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">Reply: Very well, chug along! Chug along! And for my part? Well... may I borrow your whip, in that case?</span></span></div>
Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com0tag:blogger.com,1999:blog-7046242122963537690.post-49710223986897151812018-12-16T15:15:00.000-10:002018-12-16T15:15:13.778-10:00Stunning New Visualisation of David Lewis's Correspondence with W.V.O. Quine<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-t3yiGdRXWNtWYYnx4Xt_jkYeLBA5kiED-IoOmhs0S4NIbv01ehpPApuv9ibNWiF1m54u5G9rTXeM67qKnuVcP7VObk9KUG1K3uTu-cZN6sbyaCIlq0LShIuFO4S7MO45pfZe_7fqDfx8/s1600/lewisquine.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="327" data-original-width="829" height="251" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-t3yiGdRXWNtWYYnx4Xt_jkYeLBA5kiED-IoOmhs0S4NIbv01ehpPApuv9ibNWiF1m54u5G9rTXeM67qKnuVcP7VObk9KUG1K3uTu-cZN6sbyaCIlq0LShIuFO4S7MO45pfZe_7fqDfx8/s640/lewisquine.png" width="640" /></a></div>
Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com1tag:blogger.com,1999:blog-7046242122963537690.post-26550256691417339772018-10-12T14:05:00.001-10:002018-10-12T14:05:06.122-10:00The GIF of Reason (Coming Soon!)Jonathan Taylor-Thomas, grad student at Ecole Normale Superieure (no relation to the actor) has kindly written to me with advance information about a GIF image he is producing which will summarise and visualise Kant's excellent book <i>The Critique of Pure Reason</i>.<br />
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I'm really excited by this project, which could be a next big step in philosophy.<br />
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Taylor-Thomas is currently looking for assistance in hosting the GIF at a number of different "mirror" sites (apologies to Rorty), so if you have some free webspace, particularly if it's at an .edu domain, holla at him.<br />
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So, watch this space, for the GIF is coming soooon! But for now here's a neat visualisation of some recent work in metaethics:<br />
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<img alt="Image result for visualisation" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRpjPpwL9jqFVUosUqzoZUeXA5Pru-w-MiU4u75COV-nNaWRDvc9Q" />Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com0tag:blogger.com,1999:blog-7046242122963537690.post-63796224917467160892018-06-22T00:09:00.001-10:002018-07-25T13:42:24.555-10:00Let Us Make Our Discussions Here BetterHat tip to a beautiful phil site which contains many norm violations and protects members of the profession from others.<br />
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I will protect you all, if you come under my big, capacious, beautiful wings, and we can all sit down and roll our sleeves up and talk about this besieged discipline we call "Philosophy".<br />
<br />
Some of the comments here have been highly misleading and harmful to many members of the profession. Please refrain from any and all misleading facts in this section, and let's stick to the substance of this post, which is how we should improve the blog and, in turn, maybe the profession:<br />
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- Stick to the substance of the arguments: I've seen people here who seem to think that writing a bunch of sentences in a coherent way constitutes an argument, but this can be harmful, and it is our duty as lecturers and teachers to be more protective. John Protevi had an interesting take on this when I met him at a conference in Osaka in 1991: he says burn em all down (I Mean by this those who would have their cake and eat it too - "arguing" while all the while producing concrete harms to the profession. Go figure).<br />
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- Don't grandstand: just give us the argument, or if you can't do that, prepare a comic strip and show us that. It will be cool, entertaining, and funny, with low production values - that twisted, low fi aesthetic we've come to all know and love on the internet!<br />
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- Just be yourself: there's nothing worse than people coming here and posing as tenured seniour figures, or emeritus professors, when we all know you're just some filthy male in your basement playing on your Mom's latest computer. Shove it up your ass and go to hell.<br />
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I think we all need to take a breather for now after some of the recent norm violations we've seen here and elsewhere in the "philblogosphere". I for one could use a rest!<br />
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Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com1tag:blogger.com,1999:blog-7046242122963537690.post-32444243492425076992018-05-31T03:37:00.002-10:002018-05-31T03:37:41.291-10:00Monthly Norms Debate #1I propose that we use this blog to have a debate on our norms every month. This is the first debate.<br />
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Please keep it civil, and give <i>arguments</i>, not just opinions.Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com1tag:blogger.com,1999:blog-7046242122963537690.post-11539169147943391782018-05-25T17:33:00.000-10:002018-05-25T17:33:00.337-10:00Guest Post: Why Not Destroy Philosophy? An Open Journal Proposal<i>This is a guest post by Justin Ferrier, co-creator of the US Philosopher's Association and a very popular blog, now defunct.</i><br />
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I was listening to my kids at the art gallery the other day and I heard my daughter ask:<br />
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'Why do all these dead men want to keep doing philosophy anyway?'<br />
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I thought to myself for a minute and then said 'Good question, Arianthe. I do not know the answer to it.'<br />
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My son johannesberg then grew restive, and they ran around the gallery interacting with the works, allowing me some more time to think.<br />
<br />We have a terrible discipline that oppresses almost all who try to attain anything within it. We have a rigged journal system overflowing with formulaic, "safe", uninspiring papers, and the barriers to entry grow taller every day.<br />
<br />So Ariadne's astute question hit me with extra force today.<br />
<br />We've had a lot of discussion here lately and over at Daily Nous, with Brian Kemple weighing in heavily. I reached out to Doc F Emeritus for comment, but he is unwilling to contribute to the harms we're seeing these days. I think it's a terrible shame that we won't have Doc around for this one, but these are important conversations that need to happen. I will be writing to Dan Kaufman this evening for comments on some old essays I found lying around. If anything comes up I'll flag it for peer review.<br />
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<b><i>Why do we need a peer review system anyway?</i></b><br />
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Judgements of quality are notoriously unreliable and hard to assess. Recent data suggests up to 40% variance across different referees in the same discipline. If anyone has the numbers for other disciplines, let me know.<br />
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Let's have an opener journal system, some have said. Others have responded that this would potentially pose a real hazard to the quality of philosophy itself. But here's an interesting idea: who cares? If we see the ashes of philosophy as a problem, we should give os closer thought to this and consider the possible transformations it may yet undergo - a new artform rising from the ashes?<br /><br />
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" style="border: 0px; color: rgba(0, 0, 0, 0); display: block; height: 158px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 158px;" /><div class="rg_ilmbg" style="background: rgba(51, 51, 51, 0.8); bottom: 0px; box-sizing: border-box; color: white; font-size: 11px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 11px; margin-left: 0px; overflow: hidden; padding: 2px 4px; position: absolute; right: 0px; text-overflow: ellipsis; white-space: nowrap; width: 158px;">
900 × 900 - fineartamerica.com</div>
</a></div>
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<br />Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com3tag:blogger.com,1999:blog-7046242122963537690.post-8990574954891880672018-03-15T14:03:00.001-10:002018-03-15T14:08:28.901-10:00New Post: An Online Philosophy "Ranch" to Hang outNew post. I recently looked at my peers and at philosophy and had an idea. There's no central, online forum we can all get together in, like the Agora of old times, to discuss the ideas and problems of the profession.<br />
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I wanted a supportive, interesting space where people can put out bright ideas, argue maybe, and even just kick back and have a good time with other thinkers.<br />
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So I bring you this post - a Philosophy Ranch! Let us get together here in future and we can talk. I may start things off with a few comments in the comments. But once the ice gets broken, I think I'm going to have a hard time stopping you!<br />
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So welcome to the ranch! There are cows at the bottom, there's some food in the middle if you want a nibble, and I may be able to get some wine to share with you. But the most important thing is that you bring your philosophical minds, and leave those preconceptions at the door.<br />
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THIS IS A SPECIAL SECTION OF THE RANCH WHERE YOU CAN ENJOY SOME PEACE AND QUIET<br />
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So, enjoy the ranch, don't get too much sun, wear your sturdy boots, and jump on the saddle.<br />
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After a few people others come and join me here, I might add new structures. S<br />
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<a class="rg_l" href="https://www.google.com.au/imgres?imgurl=http%3A%2F%2Fwww.prepressure.com%2Fimages%2Fpolymer-banknote-england-new-fiver-money.jpg&imgrefurl=https%3A%2F%2Fwww.prepressure.com%2Fprinting%2Fproducts%2Fcurrency&docid=BSd3VEWJohGU6M&tbnid=Rcn5rWUXKy_zXM%3A&vet=10ahUKEwifmfiCxe_ZAhVIzLwKHXm_CfQQMwjnASgGMAY..i&w=800&h=416&hl=en&bih=331&biw=683&q=banknotes&ved=0ahUKEwifmfiCxe_ZAhVIzLwKHXm_CfQQMwjnASgGMAY&iact=mrc&uact=8" jsaction="fire.ivg_o;mouseover:str.hmov;mouseout:str.hmou" jsname="hSRGPd" rel="noopener" saprocessedanchor="true" style="background: rgb(226, 232, 226); color: #660099; cursor: pointer; display: inline-block; font-family: arial, sans-serif; font-size: 0px; height: 162px; left: 0px; position: absolute; text-decoration-line: none; width: 312px;"><img alt="Image result for banknotes" class="rg_ic rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTmEdHE1DHoHMR6rlwdhBPSIhr6C8jNsXgweMURlFyUJH7r9IbP" jsaction="load:str.tbn" name="Rcn5rWUXKy_zXM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTmEdHE1DHoHMR6rlwdhBPSIhr6C8jNsXgweMURlFyUJH7r9IbP" style="border: 0px; color: rgba(0, 0, 0, 0); display: block; height: 162px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 312px;" /></a><br />
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<br />Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com3tag:blogger.com,1999:blog-7046242122963537690.post-70612364840490970112018-02-28T20:16:00.002-10:002018-02-28T20:23:03.993-10:00certain UNBELIEVABLE SIMILARITIES between this and "OTHER" websitesI have recently come upon various evidence, on PhilPapers, Leiter Reports, NewAPPS, Wolfgang Shwarz, and other sources, of certain UNBELIEVABLE similarities between my ideas as expressed on this blog site, and certain other sites.<br />
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At the PHILOSOPHERS COCOON for example, they provide "advice" designed to help young academics "find their way". Oh, how funny, I feel like I was just talking about this in reference to my dog Jocone the other day. We here at the Pilos help senior, established figures and young small people alike to create discussions and actually explore new topics. I don't recall seeing a DOG JOCONE at some of these websites like the "Cocoon" but it is only a matter of time in my opinion.<br />
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AT DIGRESSIONS AND IMPRESSIONS we have the constant thoughts of one man - and let's make no mistake, it is a man - and I have noticed as I look at my life and my thoughts 'Hey, I am also a person - a man, and I'm not going to apologise for that - and I have certain thoughts about philosophy and the academy at large. By all means I am happy to let these feed in to other works, but a little reciprocity and professional recognition would be well compensated.<br />
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At the PHILOSOPHY METAFORUM we have bad people saying bad things constantly, and the good among us can barely bear to look. It is so bad there that I have trouble explaining just how it makes me feel. My keyboard is literally looking at me, shaking its tail like Jocone on some deranged walk. Meta indeed - more like full metal jackety. Me hate it long time.<br />
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Finally we have the good people over AT DAILY NOUS<b>. Every day</b> I try to provide a service here and in the comments, and only when these epistemic tresspassers come to discuss the issues on MY sight will we have true equity in this throbbing, vital field we all live in. I for one think that is a small price to pay for such a big success, and I'm lovin' it every single step of the way. You won't see a hare out of place once Jocone tears up to shreds any bad arguments and claims he finds along his Path.<br />
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<div class="rg_bx rg_di rg_el ivg-i" data-ri="12" data-row="3" data-ved="0ahUKEwjq0vaSvMrZAhUBQ60KHSISB48QMwjiASgMMAw" jscontroller="Q7Rsec" style="background-color: white; color: #222222; display: inline-block; font-family: arial, sans-serif; font-size: 0px; height: 180px; margin: 0px 12px 12px 0px; outline: none; overflow: hidden; padding-bottom: 0px; padding-top: 0px; position: relative; vertical-align: top; width: 132px; z-index: 1;">
<a class="rg_l" href="https://www.google.com.au/imgres?imgurl=http%3A%2F%2Fplatpets.com%2Fwp-content%2Fuploads%2F2017%2F02%2Fmaltese-best-small-dog-breed-photo.jpg&imgrefurl=http%3A%2F%2Fplatpets.com%2Fbest-50-small-dog-breeds-apartments%2F&docid=Mgv8GO5VoX-AOM&tbnid=SAQ0wE7AkjChNM%3A&vet=10ahUKEwjq0vaSvMrZAhUBQ60KHSISB48QMwjiASgMMAw..i&w=488&h=548&bih=331&biw=683&q=small%20dog&ved=0ahUKEwjq0vaSvMrZAhUBQ60KHSISB48QMwjiASgMMAw&iact=mrc&uact=8" jsaction="fire.ivg_o;mouseover:str.hmov;mouseout:str.hmou" jsname="hSRGPd" rel="noopener" saprocessedanchor="true" style="background: rgb(200, 194, 187); color: #660099; display: inline-block; height: 180px; left: 0px; position: absolute; text-decoration-line: none; width: 132px;"><img alt="Image result for small dog" class="rg_ic rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRHqQDfr2XINJzCY9E1rdoNDFx_wtu7DoDVSmmNDhCfs-PNFAr4" jsaction="load:str.tbn" name="SAQ0wE7AkjChNM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRHqQDfr2XINJzCY9E1rdoNDFx_wtu7DoDVSmmNDhCfs-PNFAr4" style="border: 0px; color: rgba(0, 0, 0, 0); display: block; height: 180px; margin-left: -17px; margin-right: -11px; margin-top: 0px; width: 160px;" /></a><br />
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<a class="rg_l" href="https://www.google.com.au/imgres?imgurl=http%3A%2F%2Fplatpets.com%2Fwp-content%2Fuploads%2F2017%2F02%2Fmaltese-best-small-dog-breed-photo.jpg&imgrefurl=http%3A%2F%2Fplatpets.com%2Fbest-50-small-dog-breeds-apartments%2F&docid=Mgv8GO5VoX-AOM&tbnid=SAQ0wE7AkjChNM%3A&vet=10ahUKEwjq0vaSvMrZAhUBQ60KHSISB48QMwjiASgMMAw..i&w=488&h=548&bih=331&biw=683&q=small%20dog&ved=0ahUKEwjq0vaSvMrZAhUBQ60KHSISB48QMwjiASgMMAw&iact=mrc&uact=8" jsaction="fire.ivg_o;mouseover:str.hmov;mouseout:str.hmou" jsname="hSRGPd" rel="noopener" saprocessedanchor="true" style="background: rgb(200, 194, 187); color: #660099; display: inline-block; height: 180px; left: 0px; position: absolute; text-decoration-line: none; width: 132px;">488 × 548 - platpets.com</a></div>
<a class="rg_l" href="https://www.google.com.au/imgres?imgurl=http%3A%2F%2Fplatpets.com%2Fwp-content%2Fuploads%2F2017%2F02%2Fmaltese-best-small-dog-breed-photo.jpg&imgrefurl=http%3A%2F%2Fplatpets.com%2Fbest-50-small-dog-breeds-apartments%2F&docid=Mgv8GO5VoX-AOM&tbnid=SAQ0wE7AkjChNM%3A&vet=10ahUKEwjq0vaSvMrZAhUBQ60KHSISB48QMwjiASgMMAw..i&w=488&h=548&bih=331&biw=683&q=small%20dog&ved=0ahUKEwjq0vaSvMrZAhUBQ60KHSISB48QMwjiASgMMAw&iact=mrc&uact=8" jsaction="fire.ivg_o;mouseover:str.hmov;mouseout:str.hmou" jsname="hSRGPd" rel="noopener" saprocessedanchor="true" style="background: rgb(200, 194, 187); color: #660099; display: inline-block; height: 180px; left: 0px; position: absolute; text-decoration-line: none; width: 132px;">
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Thanks to various theorists for the apparatus of EPISTEMICALLY DIFFERENT WORLDS (EDWs) can be used in the analysis of these similarities: if you cannot distinguish one sight from the other, you might as well just put some treats out for Jocone and log in here. It is literally the same portal.<br />
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<a class="rg_l" href="https://www.google.com.au/imgres?imgurl=https%3A%2F%2Fwww.motherjones.com%2Fwp-content%2Fuploads%2Fwest-fire-explosion630.jpg%3Fw%3D990&imgrefurl=https%3A%2F%2Fwww.motherjones.com%2Fpolitics%2F2013%2F04%2Fwest-texas-fertilizer-explosion%2F&docid=Big817D-wqFJoM&tbnid=-2ISrANYFyf8sM%3A&vet=10ahUKEwiXjNzLvMrZAhVLja0KHSJmAWAQMwicAigpMCk..i&w=630&h=467&bih=331&biw=683&q=explosion&ved=0ahUKEwiXjNzLvMrZAhVLja0KHSJmAWAQMwicAigpMCk&iact=mrc&uact=8" jsaction="fire.ivg_o;mouseover:str.hmov;mouseout:str.hmou" jsname="hSRGPd" rel="noopener" style="background: rgb(240, 131, 93); color: #660099; display: inline-block; font-family: arial, sans-serif; font-size: 0px; height: 179px; left: 0px; position: absolute; text-decoration-line: none; width: 231px;"><img alt="Image result for explosion" class="rg_ic rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQQDfxRpVX66pFakF6ZiXiZGVc0VkXkpxdY7lHLeq2O0i5Sl7n-tw" jsaction="load:str.tbn" name="-2ISrANYFyf8sM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQQDfxRpVX66pFakF6ZiXiZGVc0VkXkpxdY7lHLeq2O0i5Sl7n-tw" style="border: 0px; color: rgba(0, 0, 0, 0); display: block; height: 179px; margin-left: -4px; margin-right: -7px; margin-top: 0px; width: 242px;" /></a><a class="rg_l" href="https://www.google.com.au/imgres?imgurl=https%3A%2F%2Fwww.motherjones.com%2Fwp-content%2Fuploads%2Fwest-fire-explosion630.jpg%3Fw%3D990&imgrefurl=https%3A%2F%2Fwww.motherjones.com%2Fpolitics%2F2013%2F04%2Fwest-texas-fertilizer-explosion%2F&docid=Big817D-wqFJoM&tbnid=-2ISrANYFyf8sM%3A&vet=10ahUKEwiXjNzLvMrZAhVLja0KHSJmAWAQMwicAigpMCk..i&w=630&h=467&bih=331&biw=683&q=explosion&ved=0ahUKEwiXjNzLvMrZAhVLja0KHSJmAWAQMwicAigpMCk&iact=mrc&uact=8" jsaction="fire.ivg_o;mouseover:str.hmov;mouseout:str.hmou" jsname="hSRGPd" rel="noopener" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #660099; display: inline-block; height: 179px; left: 0px; position: absolute; text-decoration-line: none; width: 231px;"><img alt="Image result for explosion" class="rg_ic rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQQDfxRpVX66pFakF6ZiXiZGVc0VkXkpxdY7lHLeq2O0i5Sl7n-tw" jsaction="load:str.tbn" name="-2ISrANYFyf8sM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQQDfxRpVX66pFakF6ZiXiZGVc0VkXkpxdY7lHLeq2O0i5Sl7n-tw" style="border: 0px; color: rgba(0, 0, 0, 0); display: block; height: 179px; margin-left: -4px; margin-right: -7px; margin-top: 0px; width: 242px;" /></a><br />
<a class="rg_l" href="https://www.google.com.au/imgres?imgurl=https%3A%2F%2Fwww.motherjones.com%2Fwp-content%2Fuploads%2Fwest-fire-explosion630.jpg%3Fw%3D990&imgrefurl=https%3A%2F%2Fwww.motherjones.com%2Fpolitics%2F2013%2F04%2Fwest-texas-fertilizer-explosion%2F&docid=Big817D-wqFJoM&tbnid=-2ISrANYFyf8sM%3A&vet=10ahUKEwiXjNzLvMrZAhVLja0KHSJmAWAQMwicAigpMCk..i&w=630&h=467&bih=331&biw=683&q=explosion&ved=0ahUKEwiXjNzLvMrZAhVLja0KHSJmAWAQMwicAigpMCk&iact=mrc&uact=8" jsaction="fire.ivg_o;mouseover:str.hmov;mouseout:str.hmou" jsname="hSRGPd" rel="noopener" style="background: rgb(240, 131, 93); color: #660099; display: inline-block; font-family: arial, sans-serif; font-size: 0px; height: 179px; left: 0px; position: absolute; text-decoration-line: none; width: 231px;"><img alt="Image result for explosion" class="rg_ic rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQQDfxRpVX66pFakF6ZiXiZGVc0VkXkpxdY7lHLeq2O0i5Sl7n-tw" jsaction="load:str.tbn" name="-2ISrANYFyf8sM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQQDfxRpVX66pFakF6ZiXiZGVc0VkXkpxdY7lHLeq2O0i5Sl7n-tw" style="border: 0px; color: rgba(0, 0, 0, 0); display: block; height: 179px; margin-left: -4px; margin-right: -7px; margin-top: 0px; width: 242px;" /></a><br />
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Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com1tag:blogger.com,1999:blog-7046242122963537690.post-73921322307188755092018-02-15T03:21:00.000-10:002018-02-23T02:52:12.533-10:00Pilos Profiles: Arthur SchopenhauerBorn in the late 1700s, Schopenhauer was a very interesting but gloomy philosopher. He had a highly metaphysical, but radical athiestic, philosophy in the early 19th century according to which everything was Will - a development of Kant. He influenced Nietzsche a lot, who is also very good. (Nietzsche started to think that Schopenhauer had serious problems though, and for what it's worth, I actually agree with Nietszche on this one.)<br />
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He was told that he had to do the right thing, but then his father died and he absolutely rejoiced, taking some money and an ability to study philosophy seriously. He composed an entire philosophy around his ideas of the Will. He had a series of poodles, all called Atma (meaning the soul of the world!) (I wonder if my dog<i>Jocone</i> would have liked to meet Atma!)<br />
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<img alt="Image result for poodle" 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One time he (Schopenhauer) threw a lady down the stairs and hurt her and had to pay her money for the rest of her life. When she died, he said something like: Abit onus, obit anus (or the other way around) which means something like 'The old woman dies, the burden departs'. I don't know how such a silly little sound means that but apparently it does. Latin is an interesting language.<br />
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Schopenhauer, whatever you think about the Will, has a lot of beautiful and interesting things to say. I really like him. But he is also very cranky a lot of the time which can get quite annoying and make you think a bit less of him. But when he's good, baby he is a motherfucker.<br />
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After the publication of his <i>magnum opus</i><u>, the work entitled The World As Will And Representation</u>, he had a difficult time not being very well received. But when he was old he began to become more famous and this actually maybe made him a bit happier. I wonder if it changed his pessimistic views.<br />
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<br />Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com0tag:blogger.com,1999:blog-7046242122963537690.post-46413273724681370002018-02-10T14:39:00.002-10:002018-02-10T14:41:31.388-10:00Beyond the Boundaries: An Essay in Philosophical TransgressionsBefore non-Euclidean geometry, even the greatest of mathematicians and philosophers thought that a circle is a circle and a line is a line, nothing more to it than that. But then some bright spark came along and broke the boundaries of the parallel postulate. And this was no mere exercise in difference for difference sake - this geometry has come to be used every time you open your phone. This is the most powerful testament I know to the power of going beyond what the thought was truth. It may be a cliche, but a cliche is a cliche for a reason. (That's a cliche! Self-reference is one of those things in philosophy that once you have done a couple of courses, you can't help but noticing! I'll try not to point it out every time though.)<br />
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Another example of transgression giving birth to new "truth" is that of utilitarianism. Deonotogists have set, fixed rules regarding moral oughts. The consequentialists came along and said: well, what if we did otherwise? The old, hoary brown deontologists like Kant would say 'No! This isn't permissible!' But the English empiricists just went ahead and thought about it any way, bringing us Jeremy Bentham and John Stuart Mill. Some of these ideas have even fed into economics, so we break those rules every time we open our purses. Are you going to pay for that crossiant? Well, we'll have to see - it all depends on a cost benefit analysis, and if we decide to break the rules, then so be it.<br />
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<tr><td class="tr-caption" style="text-align: center;"> We will not listen to this man.</td></tr>
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This kind of boldness scares some people who have not done philosophy for many years. Even cost benefit analysis can be questioned, for example. But how to decide? We can't use cost benefit analysis because that is the very thing in question! But without begging the question, we <i>can</i> take an unknown dive into the dark, and maybe we'll come out the other end with some new philosophical wisdom!<br />
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So this is an exciting way of thinking about thinking (which is arguably a good definition of philosophy itself) - and here I have just begun scratching at the "surface layer". What rules will you break today?<br />
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<tr><td class="tr-caption" style="text-align: center;">'Stop right there.' he says. Well, no! We will not stop right there!</td></tr>
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Please leave your comments in the comments but do not make any false or misleading statements. Many of you have tried to pull the wool over my eyes in some of these comments, but I always pull my way out from under it, at which point you begin to look less astute.<br />
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<img alt="Image result for money cape" 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" style="background: rgb(255, 255, 255); border: 1px solid rgb(239, 239, 239); box-shadow: rgba(0, 0, 0, 0.1) 1px 1px 5px; color: #d41120; font-family: "Courier New", Courier, FreeMono, monospace; font-size: 22px; font-weight: 700; padding: 5px;" />Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com3tag:blogger.com,1999:blog-7046242122963537690.post-40765838562023749032018-01-15T20:41:00.001-10:002018-01-15T20:43:01.151-10:00Introduction to Philosophy Using My Dog Jocone<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a class="rg_l" href="https://www.google.com.au/imgres?imgurl=http%3A%2F%2Fcdn.skim.gs%2Fimages%2Fc_fill%2Cdpr_1.0%2Cf_auto%2Cfl_lossy%2Ch_391%2Cq_auto%2Cw_695%2Ffajkx3pdvvt9ax6btssg%2F20-of-the-cutest-small-dog-breeds-on-the-planet&imgrefurl=http%3A%2F%2Fwww.sheknows.com%2Fpets-and-animals%2Farticles%2F1024195%2F20-of-the-cutest-small-dog-breeds-on-the-planet&docid=4HiCnJe_0hgmQM&tbnid=RZ1T1GnEvL_CMM%3A&vet=10ahUKEwjFls3j79vYAhVLr1QKHdyNCwcQMwjZASgDMAM..i&w=695&h=391&bih=441&biw=911&q=small%20dog&ved=0ahUKEwjFls3j79vYAhVLr1QKHdyNCwcQMwjZASgDMAM&iact=mrc&uact=8" jsaction="fire.ivg_o;mouseover:str.hmov;mouseout:str.hmou" jsname="hSRGPd" rel="noopener" saprocessedanchor="true" style="background: rgb(216, 190, 158); color: #660099; display: inline-block; font-family: arial, sans-serif; font-size: 0px; height: 166px; left: 0px; margin-left: auto; margin-right: auto; position: absolute; text-decoration-line: none; width: 253px;"><img alt="Image result for 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" 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<tr><td class="tr-caption" style="text-align: center;">Philosophy is boring</td></tr>
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I recently decided/realised that philosophy is boring. At least I now think it's boring. Long dead old men talking about one and the many, body and the mind, appearance and reality. It's just one long old dream, and now I've made a whole lifestyle out of it and am forced to teach eager undergraduates who don't even understand much of what I'm saying to them half the time.<br />
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So I came up with what I think is an exciting pedagogical initiative. I've crafted an Introduction to Philosophy. But it's not just any phil intro course. It's all based around my dog Jocone. This has really sparked up my interest again and the students are responding as well as ever. I have begun incorporating photos of Jocone and anecdotes about some of his funnier antics into my teaching. This is a rich area and I'm only just starting to really explore it in front of the students, but just as an "initial sample", here are some of the ways I've taken dry stolid old empty philosophy topics and put a twist on to them:<br />
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<b><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><u>Mind and body dualism: </u></span></b>so Jocone loves his treats. I sometimes wonder if we took away his body, would you still know that your treats were there Jocone? If yes, there must be some "Jocone spirit" animating his little furry body. (Descartes said animals were mere automata; he'd obviously never met anyone like Jocone. Sometimes I hold up Jocone (I can't very well kick him like Dr Johnson - I'm sorry for even mentioning that) and say "I refute him thus!" (meaning Descartes).<br />
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<b>Ethics</b>:</u></span> This is a big one - if I train Jocone well, he knows how to sit and when to be quiet. But is this all instinct, or is there a real "objective truth" to how a dog should behave? Am I just doing what I was trained to do, or is there something deeper going on here? This is a fascinating subject that has a lot to it, but by using Jocone we can at least begin to get under the service.<br />
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<b><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><u>Modal realism:</u></span> </b>What if I make copies of Jocone? Is that even possible? Or are they just counterpart dogs in other worlds? (What is a world?) This only gets deeper the more I have to think about it.<br />
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<b><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><u>Logic and rationality:</u></span> </b>When Jocone sees me coming, he wags his tail. If someone scary comes in, he runs away. Is there some deep truth underlying this response? Logic says it is. There is literally a structure to every argument I have with Jocone, and we can analyze it carefully to make sure we have a better relationship in future. So even something as dry as boring as logic can actually help us to figure out better ways to be. And Jocone is still wagging that little tail of his!<br />
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I have a few more classes to teach, and a few more subjects to cover, so I might follow this post up with more ideas about teaching IntroPhil in this insightful new way. (Then again, I might not! Such is the life of Feel free to experiment yourself and to leave your comments below. Please don't say any false statements, or mislead me.<br />
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" 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Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com7tag:blogger.com,1999:blog-7046242122963537690.post-12047120701492476212018-01-07T03:38:00.001-10:002018-01-07T14:21:26.026-10:00A Pisces Chicken: Reflexions on A Note<div style="text-align: center;">
<i>Pisces Chicken</i></div>
<br />
This note was written on the door of my office. Go figure. I never cease to wonder at all the things that get written by the students that I have taught in the philosophy department. I try to tell my children about it but they are not interested in hearing about it. I am glad to have a forum here where I can share stories such as this, and I plan to offer this service to other people who might be interested. All in all, this was a bemusing afternoon.<br />
<br />
I have begun to collect stories like this which I intend to compile in a book. I believe some people may be interested in it, but then I could possibly be wrong about this. I would like to find out the answer to this. If you can help me collect answers, please submit a preliminary data set to me via a secure email account. I can arrange for you to have an office, and we will work to crack the code together. I am completely serious about this, and I am looking to fund an extended project in cognate disciplines. The philosophy of social groups, and the philosophy of service. Looking at your CV I can see you like to party like a peanut, and I can see a massive curriculum taking shape with your note on it - you never know, you may even receive one day a note just like the above.<br />
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I ran forty meters this morning, and my mind was racing. I ran up and down a hill, forty meters. Gimme that ass!<br />
<br />
Here is a picture of what Jocone was up to this morning:<br />
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Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com0tag:blogger.com,1999:blog-7046242122963537690.post-81535557718956763582018-01-06T20:15:00.001-10:002018-01-06T20:20:43.539-10:00"Philosopher's Syndrome" - A Diagnosis of the Disease in Our Profession and LivesWhen I was talking to my kids the other day after finishing a seminar, I realized I had "philosopher's syndome". I kept telling them about the grounds of our beliefs, and the way our scientific image hangs together with our other Ideas. 'Dad!' they said, 'This doesn't make any sense! You need to concentrate.' I began to see that they had a point. I got my car off the road and grabbed them and said 'Yes! I have Philosopher's Syndrome".<br />
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<i>I have philosopher's syndrome! Said the young lady in the drawing room to her young companion. Over several years, she had become conscious of certain pertubations in her train of thought - a certain bent to her reflexions. Her friend Raymond had noticed, and had taken to upbraiding her in the most unbridled way - You're always faffing about, Porche! (She hated that nickname) When are you going to stop trying to get your head straight and just plow in! - She looked away, letting her gaze fall on a paraffin lamp that had caught the late sunlight.</i><br />
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Someone with PS will have any number of signs of it. I'm sure you know the type I am talking about. An obsession with ideas and truth, and a tendency to let these things bleed in to normal life. One or two people I went to grad school with had PS, and I will never how much I struggled with them. And now look at me - I've got a successful case of PS as well.<br />
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<i>It's like the Philosopher's Stone! said Portia, with a beguiled smile on her face. Bronheld, terning her face to the dappled sunlight filtering into the room, scuffed her light brown coat and took a sip of vermouth, but did not say anything.</i><br />
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Wait, you're thinking. Why do I say <i>successful case</i>? Well, because there are real benefits to PS. I've come to use it to my advantage in classes, and have started trying to harness PS-power in my research. I invite all of you to do the same.<br />
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But be careful! The hazards are great; as are the rewards. Do you have what it takes to succeed using PS?<br />
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<i>As usual, please leave your answers in the comments and avoid any ungrammaticality, or any false claims that you can avoid making. There is a number of commenters who come here and abuse the system.</i><br />
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<img alt="Image result for money cape" 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<br />Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com8tag:blogger.com,1999:blog-7046242122963537690.post-34727359929754589162017-12-24T16:37:00.001-10:002017-12-24T16:52:05.127-10:00Various Christmas PointsRecent events have led me to produce this Christmas blog post. I would like to list the following points:<br />
<br />
- Triple-blind review<br />
- WIttgenstein would not survive today<br />
- RIP Jerry Fodor<br />
- Philosophy is not such a method as a way of living<br />
- My dog Jocone has reading Justin Weinberg articles and growing bigger everyday.<br />
- Thanking Brian Leiter for wishing us a Merry Christmas.<br />
- Histphil behooves us to think deeper about our own methodological presuppositions.<br />
- Reading the history of philosophy, I was sruck by how many perspectives we have "silences".<br />
- Philosophy for childrean<br />
- An "existential threat" to our higher education impulses.<br />
- Please do not make any false or inaccurate comments in the comments.<br />
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Thank you all for reading the Philosophy Metablog this year, and I will wish you a happy new one in the year to come. Please do not make any errors in the comments. This has been happening more and more recently and even little Jocone is beginning to wilt under all the strain.<br />
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<tr><td style="text-align: center;"><a class="rg_l" href="https://www.google.com.au/imgres?imgurl=https%3A%2F%2Fwww.mc.edu%2Fnews%2Ffiles%2Fcache%2Ff4decf21c9225e0befc47d72836902e1_f2585.jpg&imgrefurl=http%3A%2F%2Fwww.mc.edu%2Fnews%2Fprofessor-sandra-grayson-directs-best-christmas-pageant-ever&docid=n0raJjoyqDvWZM&tbnid=vcQYw1zAb5aXUM%3A&vet=10ahUKEwjd6tv9jqTYAhVEnpQKHYQJA3EQMwhxKCgwKA..i&w=1280&h=853&bih=662&biw=1366&q=christmas%20professor&ved=0ahUKEwjd6tv9jqTYAhVEnpQKHYQJA3EQMwhxKCgwKA&iact=mrc&uact=8" jsaction="fire.ivg_o;mouseover:str.hmov;mouseout:str.hmou" jsname="hSRGPd" rel="noopener" saprocessedanchor="true" style="background: rgb(36, 52, 23); color: #660099; display: inline-block; font-family: arial, sans-serif; font-size: 0px; height: 183px; left: 0px; margin-left: auto; margin-right: auto; position: absolute; width: 265px;"><img alt="Image result for christmas professor" class="rg_ic rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcS111_1NWOjCi0FtTeVYB4ERgMzdzH9FSdWmJaEZiAltOAdfWD8GA" data-sz="f" jsaction="load:str.tbn" name="vcQYw1zAb5aXUM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcS111_1NWOjCi0FtTeVYB4ERgMzdzH9FSdWmJaEZiAltOAdfWD8GA" style="border: 0px; color: rgba(0, 0, 0, 0); display: block; height: 183px; margin-left: -6px; margin-right: -4px; margin-top: 0px; width: 275px;" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">"I have a 4-3 teaching load too!</td></tr>
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Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com2tag:blogger.com,1999:blog-7046242122963537690.post-12645583044349184622017-12-02T13:53:00.000-10:002017-12-02T13:53:36.016-10:00Early Career Thread #1 - Job Tips<i>This was going to be cross-posted at <a href="http://philosopherscocoon.typepad.com/">Philosopher's Cocoon</a> but I decided we should keep it to ourselfs here are the Pilos, so that we get a strategic advantage over Marcus, Amanda and Pendaran. Eat our dust! We will soon outrank you.</i><br />
<br />I wanted to take this thread to apply to all thinkers early in their university career who would like to get a better "feel" for how to behave in department meetings, job talks, interviews, and colloquia. As a way to begin broaching this topic, I thought I'd list a number of "dot points" which people have talked to me over the years. If you have any others please go in the comments, but no false statements (or Liar-like sentences!).<br />
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- Try to keep other hobbies. I was in a real "slump" recently and playing my bongos and screaming was the only thing that kept me out of it.<br />
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- If someone asks you a question, ask them if you can take some time to think about the answer. They have been surprisingly understanding when I say this, and usually I don't ever have to answe.<br />
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- Look at the seniors in your institution and think about what they say, sure, but also think about how things will look down the track when I am older.<br />
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" 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- Send your papers out to people as little presents with wrapping paper. I used to just email my colleagues my new work, and they all but ignored it. So my wife helped me come up with a better presentation, and now when I come down the corridor with my "parcels" of new knowledge, people know to smile and say thank you, and when you're early career, this can really be a game changer.<br />
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- Talk about your family and pets with your new colleagues. I directed my supervisor to a picture of Jocone, and our meetings went better after that.<br />
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Here's little Jocone brushing up on these tips! Now go forth and multiply!!<br />
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" 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<br />Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com0tag:blogger.com,1999:blog-7046242122963537690.post-16846188362722657872017-11-30T16:38:00.001-10:002017-12-01T16:59:11.959-10:00Jerry Fodor 1939 - 2017 A founding giant of the twentieth century neurological approach to consciousness, Dr. Jerry Fodor has sadly passed away. A great figure, this man mixed jokes in to his philosophical writings, and was a cantankerous figure at time arguing about this and that thesis with no punches pulled. He was a staunch critic of what he was a critic of, and was equally happy to be proven wrong. Then on the things he liked and think were right, he was correspondingly enthusiating. Many people have said interesting stories about knowing and loving Jerry Fodor. He was obviously someone that many people enjoyed their work. And his work may be genuinely helpful in understanding the topics with which it dealt. Here's to a great career for an excellent philosopher!<br />
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As a kid he showed a great interest in science and philosophy, and he came to study it ever since. After learning philosophy, he began a writing and teaching career that remains unequalled. I remember reading his mean comments about Wittgenstein in his paper about the lganguage of thought and thinking what a bugger, I think he's wrong. But I still enjoyed it.<br />
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Please leave any comments you like in the comments, but try to be accurate. Many people have recently made false statements in the comments, and this is especially not the place, as it might be disrespectful to Jerry Fodor. Thanks for all the good writing Jerry, and finally everyone, go and have a read of his wonderful article,<br />
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<a class="rg_l" href="https://www.google.com.au/imgres?imgurl=https%3A%2F%2Fcdn.slidesharecdn.com%2Fss_thumbnails%2Fphilosophyofmind-131119011714-phpapp01-thumbnail-4.jpg%3Fcb%3D1384823909&imgrefurl=https%3A%2F%2Fwww.slideshare.net%2Fnoeliadelolmo9%2Fphilosophy-of-mind-brief-introduction-for-non-philosophers&docid=f36BETEUdXe7DM&tbnid=Md5zbo2E0DAeBM%3A&vet=10ahUKEwj9yerR5efXAhXBf7wKHQdbBRcQMwjMASgcMBw..i&w=768&h=432&bih=486&biw=806&q=philosophy%20of%20mind&ved=0ahUKEwj9yerR5efXAhXBf7wKHQdbBRcQMwjMASgcMBw&iact=mrc&uact=8" jsaction="fire.ivg_o;mouseover:str.hmov;mouseout:str.hmou" jsname="hSRGPd" rel="noopener" style="background: rgb(96, 125, 224); color: #660099; cursor: pointer; display: inline-block; font-family: arial, sans-serif; font-size: 0px; height: 168px; left: 0px; position: absolute; width: 298px;"><img alt="Image result for philosophy of mind" class="rg_ic rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcS4cgdCFjOFhQFH5446HzPpbRPhTUPJZlxKbEel3d0YfMgxWR8V1Q" data-sz="f" jsaction="load:str.tbn" name="Md5zbo2E0DAeBM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcS4cgdCFjOFhQFH5446HzPpbRPhTUPJZlxKbEel3d0YfMgxWR8V1Q" style="border: 0px; color: rgba(0, 0, 0, 0); display: block; height: 168px; margin-left: -1px; margin-right: -1px; margin-top: 0px; width: 300px;" /></a><br />
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<a href="https://www.lrb.co.uk/v26/n20/jerry-fodor/waters-water-everywhere">Water's water everywhere</a><br />
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Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com4tag:blogger.com,1999:blog-7046242122963537690.post-32177794192807813822017-11-25T02:20:00.002-10:002017-11-25T02:20:49.782-10:00Teaching Logic to Kids and some RemarksWhen I teach logic to my kids, their little faces fall. This is a disjunction! I drill it into them, and they hate it. I love logic so much, because it enables us to sort the sheep from the goats. Some of my students are interested in logic and I say Good! You can have all the bloody logic you want! But what I really like is teaching it to my kids, who absolutely hate it.<br />
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I discovered logic and loved it. I am a philosopher for many years now, and I have met many leading lights of the field. These people are amazing. We have talked about amazing ideas and processes, and created new ideas that will clarify things. My dog Jocone once joked, "If you're going to do philosophy, then I suggest you take the whip!" And I said "What a horrible thing to reference, Jocone, go to bed!" He went, but he had a little treat waiting there for him. I love the little guy! But seriously, philosophy is a great boon.<br />
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By the way, if any of you have any issues with any of what I have been saying in this blog post, please do not hesitate to tell me exactly what you think in the comments. Please, I am not afraid of you, and if I am not mistaken, several commenters have made serious errors here in the past. So please only post ideas that you are absolutely sure are correct, otherwise I will have to wield my "sword" and delete all of them. You will regret even talking on this blog, or having come here, and frankly that's how I think you should feel. It's been fun having this chat, and I know you are "on the same page" with these compliance issues. Please respect them accordingly.<br />
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As a final thing, I would like to say some of my favourite philosophical sayings:<br />
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- To be is to be the value of a bound variable<br />
- If a lion could not speak we could not understand him.<br />
- There are infinitely many possible worlds<br />
- Existence is not a predicate<br />
- The unexamined life is not worth living<br />
- Give unto others as you would have them give unto yourself<br />
- Meanings just ain't in the head<br />
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Jocone certainly doesn't understand any of this! Seriously though, see you all soon.<br />
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" 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+YXhw57L2NNqYV17J9u//dzwfEdBOu3dHpIuMzfVWAFwPxW4bhYVr3K5Pql6ivR7am3+hxn/AKh2tFXD/ZmMLdTxqJP9LL7esLatc9Rwo4SPT8M8OdE/Nk88cfmfJ3lUSPVmxDimRnkxZKdEWwHIkpMU4pyEmLKZEWwSiTbIlEXIsJiKCSlEwgVw6CBSspFjGlKysWMaUpeLDBQKxYwFK0VTLmW1tNRpBi+/yFG2OYvgtW03hmrmWZPqVC55JPPYrPXUoxNEK4wjtS4AqVTWiT4hb16+q5RVfQ7akWsHQjzGPVSnPPQD9i7qP9H1jf0UcL+YXC7mjkeNJ1Av0loJE79VK+vGGkQurxh4LGSZBUxLvAYG5JtxVI7py2RXImo1UKI5kdVT7H1WHwVxBHL6iJVJ6G32Z5f4pXJfNFhYXLqmEcS9uouB0v8AMG9COChZC3TSzKPbjugzuhqklF4x1XQ1hm9F1Nwe8B9hPluT/Sf9LVHWVToan/F7f2MXwdsbE4r5Tiu1+NaaTKQcHlpaSRIANhBJsfZZas5X0/se7oaZKbm1jJzAibgev7qvJ6mDoezuKFOk8giXka9QAho2vyuVlu3OWOxi1NW6az26G9nGZ4ejQE2JBJfPmHIRJ4roqM4KEI/NnlmKim2drk3wu3ofLe02d/aXgtbpawaWz5jxl3VepptP5UcPqelBbI4yYbitaQkmKcU6INi3FMRkwHFFEZMUSnRFsW4piLYJKJNshcDIsFMSTDlBjpkgoDhAoFExgKVlEwwUCqkGHJcFlIMFAomMpiUrLV/M+pefiNQAi43dMk8lBRw28mxSzwaGBw2zifQfKhZPPCKGjQaANZaTJAAHM9TwWeWW9qYsuuC5k+LPet1MMXEbgdZHSVK6tbHhkrofK8HYuw1A09TabdZEzAWHfxjPJ5Snb5mHLg6fs3Ta2mNNuML1/DNuG+55GvlJz5KmQ502rXqtMyHED0B2SaW7/wDQ3P8Am6f4L6zRuumMl6HVtEr6JRyueh4ucM5ftZgHafBpaTEEiR5huLL5rxGhU2qWOPY93wy9ZxI4bFZM5rR3tVjg4ss1hBFxI8x3H6LIrln5Fjr3Per1G5/KgG0KLGt1DcmNXTmCg5Tk3go5TbeDL7UUXAsqMA8PS0dOBC1aSUXmMg0vjDMDGUX1ZeySAJLdUlpi+kcrSttcow+VlGuDJcVqIyyhZKZEJMU4piMmLJTEmxbimRCTFuKdEGwCUSeQCURGyJRFBBRJphAoMdMIIMdMIIDphBAomGClwOmG1yBVMIFLgopFzB4pjPNTDrz5i0xytZSsg5dHg0VX7Oxp0X0XmWkN5h7tv8eYWeSsjw+foehC+ElnI1+YU9gS88mjS0AcyblIqZfQ5WpvEeRuDrl8klxjZoJhojhy2STilhL/AOlMeh0GU4JwDH/i3ng3gQsN1ibaM9s1yjrqTNNODwBiFgfLPMb3TyaeU1QxjSTyi8T0K06eag9z9THqYOUmkijicrq4eo6uwgCo4uAG7OMH9VXUVTr2z6Z6c9DRTqK74eVLssfU6Psxmz6znNe4G0i1/wCXXqeF6222x12PPHB5niGkhTFSgjUzKnqaR1EexC0+I174NLrx+5k00tssnA9tKz6NFpZpExJmSCIO3Oy+drpW9KXp/wBk+l8P22TeexwD8ZWxFVpc+G6g3UQNLZ4nqt6rrqg8LnB7ShGuLwi/nzTRAdRqa6Xle119BJI9RJB+FHT4m8TWH2I1ty/jWGYrMSxniLgbxH9Uc7cFqcJS4SKyaRd7QZhga2FHdMLK7SLRZwJvf5RorshPn9zGvMi3uacX9zjnFegZ5MU4piMmASmRJsW8pkiEmLKciwVwjYJREZCIosJiYUoDJkgoDJhhBlIhBAogwUMDphBKUTCCA6CBQHTDbdK+CkeXhFujSi8qUpZPQpp2/Nk6DKaYYA4jVO7f3WC6W54RqlysI6SjVb4HVXOaXjwxcxwA5LBKL5UV0Msk+VFGy/OabtDWB2+5aQIAvMqDpkuWZY6eSy2X8JWDjFoAv0U9vqRsg4o2HYyGaXDU6dIf0dBHutjv/wDPZJZa4T9jz1Tme6LwuuPoUqWLOEJqBswC0tNj0Knpbp0W7o9eVyap1LVRUG/fJ0eV45tdgJ3kSPVexptQtTHE+qfJ5Oo07onhHN58wf8A1lgIbcBw35brxbo7bmlxyexo28R56nzjNNIdUAboMg6Nw4gmY9it1OWotvPv6H0FfRd/c1qfZulWo1C0xUqEFjdUNbbaBY3lR+KlCaT7fqZbNRKMlFr5e7OCzHBvo1HU3iHNMHiPYr2KrIzipRBNP+JdCkSqkGxbimwRkxbinRCTFuKKJSYslOiMmASiTZBKKEbAREZ5EUWESRK4YIIDphhKx0EECiCCAwQQKLoEErKIILhkXKNAgSbKMproejTp5RW58Gjgaeuxgeth7lZ7JbeT0K38vJtsFJxDWOc6WkkwbHgAOKxvelmR2ZdWM7SZk4igCNOhhaIN+FzHFHTVr5idNcYbn6sr4V1aqzXqJa3gDcAIzVcJbccj5iux2/ZBzS5xqSW6YPSAZuPVYWoKa3rg8zXKW1KHXIvNM6rVHO7jT3IdJJjUYO0bgWGyGyHKeeen9h6NLCCW/wDiwdoDTqNbVrAyQJFog2BnorZqsasuznjOPTomeLiytuup9znsdmrMLqLXQAQSemoLLUp+Z/5s9SFHnx+dFPMO2GHrUge8aXlsFlrmCr21XWSTkvz/ALh0+idc8LoLx2Fw2JBa46HCDP6QVGuc6+UaISuq90VcFmTcG11N/ipmSH2M9I4bbp3CVzyuvoUsod7Ulwzle2GJo1XNdR20+PfzcInpK36KE4Jqf5GiEJqtxnycm5emjz5ewpxTEJMU4p8GeTFuKZIlJglEk2BKJNsElMI2RKIrZ5cAUiSJXBCCA4bUGOgglKIMIFEEFzHQbQkZVRbNvKckqVWl4bDWSXPcYAjhJ4rJdqIweM8vsepRTGKW7r+pZGAcY8M6iA2OJOwCj5qWT0JbcckYqk6i/u6tPS5p2PHlPNNFqa3RYsbItZXQdhcyNOoXsa0iI0kW6pJ0qUcSY0luWAmYtr3E6ANydzHQSldbiup3bB2XZSmx9IhrtTpIIiPg9F5uqUt/Jg1MpKWX0NfTSo0w1shtSW3DmOkjiDvfkoyy5ZzkzrfZLL6rn1ROE7DvGioHkgXtAPQDmIW3yr5wzGOUxJ+K15cWsFiuH0XAViQ0ggHn0hYZVyjw1hjQcLY5r6mBmT2vLn0zqALQNWxIcLQFWC2vDN9ScUlLqVcRkeKqeQBoFMEkiL38IHFVrtrXL9Q/E1R6vudfhshNShDgdRG7PxCd/VTqqlLMoptHl2a1V28P7+hxWa9mcRTl9em7QJvqERzstilKCSxj8j16NZTY8QlycbWbBIBst0XxyaZJ9jOrblaI9DyL+JsQ5OjJNiXJ0Z5MAlMSbAKJNsEpibIKIrBXCkrgCwmJhBpQGXJu5PgaZMVWm45/p1WG+2S5gz6LRaGDj/6w59yzU7NwC5j9QF4NjHsprWtvEkO/CYRfD+4DsmbpHiAdHqDy9EVqZZ6cFX4ZW4rsxlHszULHExMSL7johLWxUkl0JQ8OiotSfJmV8I5hh2/7rRGxS5Rms0sq3yd72Y/86fUpsxFdwYxw1NZPicCPCZ2aJIK87U61xyoIZWV1ywllr7I18zyyjFPL8LDy2HV6moG4uQALcVmnPZLzZZz/AH9vZGzT2zw7rOF2RydSvU75rG6j3T4YBvLXf8WhRiq3J91yb+GuejLLsHiMfWdVe9pfbw3Dg3hAPAJXdCiO1L8zPGMKlh9DTwXZ6u9umozSWzodbc7l3Lbf1WaepgpZhz6jy1EFznJOVZPSDa2mp3xAk6B8A7FddfNuOVgWdrTXGM+pRxGQ1KZD2OOgxOkw8X4Nte6pHUxl8slz+hXzYy4fX9DWyzI6j6zHPq1DTB2qOJdAi1rX6KFmojscUln2IW2xjB4Sz7H1XL81a0Gmdw2Q3Y6eFituk1/lQcJLtwfL36Rye9dMlDOMTSxWHe1wh4mDvw8zSFHUa2u+rc1iaZp01VmmuTXQ5/L8jayC1sglszsTqB+F5kpznyepbqs5TfPJ1WGyxzmuBFj5drC+y9HT6G2cHx16dDxrNTGMljt19zYwGE7toaAAOnPivb0mmlRHbjj+5591vmPc+pidussbVwzg6oWAXnYe/RZPEK9sVYuz6Ho+FXyhesLOT5rgauDrUvslTQ19NnhqtHFu7g/jO/oV5cvNhLzV0bPpbFdXPzINtPqj5/nmDNGq5mpro/qaZBtwXsaezfBPGDPq487vXkodyS3UFbck8GbyJyg5roVnKiMMuAITkuoVOg5x0gJZSSWR6tPOyexLku4rJKjNA3L7RyUYaqEs+xtu8Jsgo4eW3j6D8fkgpUpJmpEkDYD/AGlq1TsnhdC1/hMKtNKecyX2MErcfPHlwAVxMt5cPFfYX91K1/Lweh4dGLtzLtyXquKJNuCgq8Lk9azWOU/l7Gjl+NIuHA+iz21Lpg9DTXKyP8SYirXJeeplUUMRJyufmuPY0qWYODInis0qluybVh8lymGV2OFTTq3DjYgxz5KT3VSTiLOtNcrg362cVca0YbU2lSAaDo8RIbECTECeCzuCp+fq/cyLTQpe/qzdwGUUcJQDqJ1VS7xW8RbfbhvChbPzVmUuc9PQxytnbY4yWI/3K9HJ3EGs4+Ko93hLQXGTYki3MQllZwkirvSexdF37GlRYzDt7yqPE3YeEOjcDxG6Ta3LDISlK17YPg0KGc0sQ00e7a15ALxAsDu08layacNqgk89UZ3pZ0y8zc2uxgdohh8I12gODnAToMAxYAR6pa4SnJRzk36Z2Xcy6I4yv2kcHBwaIiC0km/qt0dGmsNm6UIxjyJy7tVVbUc5zi4EGBsA6PDHIBUs0UHFJLBFOuctqBo59WbV73vHapkmSZ6eiMtPFxxgu4VtbMcB4XtJVpOeWHzmTN+e31Sy0kZJJ9gTjXL5X2NfIu3damYrTUZIsIaZkXlTno1jEODNdpK7FmPDPomR9smVaZewH/Eul0D12skWrt0zcccHkX+Fvck3+eCpmHavE62Np6pIa6zQRE7k8BwSrW6iSy54NNXhmnUW5Gxi8/oPpM11WanWLSRZ43t7qmo1Dupjl5fde/qYqtFbC17YvC6P2Pjue4UNq1A1jtJJ0uvAG9rc5TUTzFZZ9bTJygs9cFChgHVz3TYIa0u1bQNzqJ6lWlaq/nfcW6MXHbNcDqeQ1IkBukR4pgGeU7pHqYt89Qw2QW1GZjcvZLhIJnccVprulwyd2hpti+zKrcsDSDq9v+qjvbXQxw8JjCSk5G1lOCaXSeHysl1jwenGqNfK6jMwxel8jcAi97dEtdeY4Y7e2PJn1sUHCfYlXjW4si9RCUM9u5zWLo6XEe49F6cJbo5Pi9XT5Vrj9voLATGY1K2BpRpFjwO5WSNs857H0N3h+lUdi4l69RGHwoYSS74/VPObkuEZtPpYUybnMQSXS1u36qnC5ZjblY3CHT9x2FlhB5pJ4kjRpd9ElL1LNcGTHD9FKPTk33p73t6oZRxAhLKHJarVLb7lhuJtuk2cmuOpW0fgcY5jg5pU7K1JYY0Z7up9EyPNxUAkidoXjXUuLMl1GOhq4ztbSoaiWhxaIa0fi5lV06luXyoxrw6dnfHqfMc8zypXeS4wC4uDRcAnkSvSqoUee56a21YivoKxWNDhTLSQ4N0uMm5DiQZ42I+i6FeG89M8FNy6ZLOLzJxY0Pfrkc/gqcKlueFgp8kFkwsZVJW2uKPP1lra4KbXqzR5qswxjK5SuJaGoYbat5SuPBSN2JZGuxAhKocmiWpjtJpYwtuHR6LpVp9ScdW13NfDdpK7GgNqGAABMGw4XWWWkrk+UavNrcctFXGZu+odTjf6KkNOoLCD8XFLCLGX9oX0zvqEEQdr8UlukUkFaqufD4DHaGo0jQQ2NgBaOvNL8JF9SktRV0AzPP31WgOO3KyNWljB5QHqK64/L1MsYkmYG2607EiMdXOae1dA8M8lCaSK6WyUjVwVQtnrZZZrJ6aRSzF9iZVqlyZNbPbW2ZVOv4DPNa3D5j56vU4pkm+5VxTHGHRaN1WDS4MOqjZJKxrj1KyoYjWMHbzAcDZZMNdeh9C5Qsy4v5sfkZtWqRIkHqtKiup41lso5jlP3Dw5JtqA43t8oSSXYehzksKeO/p+ppUKsiHFhO4jn6LLKPdZPbou3LE3FvrwGcQAQCQ03CGx445KfFRTSm1F9CnicQ1xAaPFMSLK0IOKy+h52p1NV0lCtfNnGeh4UokvMRe0XXbv6TlS45lc8Y54xyG7Ghsb3Ej/AKlVTZZ+IQrx15WULpZjWZUDgYI2HCCndNco4MT1uqVq3fbthlmpnj3AucJPOdypLSRXCNkfGJbM7f8A6ep1dQE2K6UdrNNdzuinJYbCcUFyNLh4K9TEc59lRQ9DDZqucS/QJxJaLFw6IJJP0KylKUFxuXsDTDBeb9UXuErjTHnPPuS5gO3FDL7nSrjJ5h3CbyPxdB+w8IrG2T/uKrUyNrp4tMhqKpQ5XIpjiUzSM0JSfCLNFhi9hxU5NdjfRVNrMuEMFMOBLTEdUuXF8llVC6Ldbxj3E9w7+FNvRn+HsFvkHn1F06wyU98Hhc/Tks0aRbc7mALTB6qUpZ4RtpplD5p9XhLjOPqFiKgAgvMmOF+kroxecpDai2EYbZTeX7fbImpXc3ZzRwN0yhF9UZ7dTbW8Rkl26lvAYt9w4H1KlbXHsbtBq7msWLPuVMdiw4kQRf8AkqtVeFkwa/WqyTg01/3cFlAbEzcbHmmc32IV6ZdJPPK6P1LtF7Xt0i0Wj9FGScXuPUpnVdX5ceMdv2/2I+7o4A/z1T+eZfwpJcLP/fUR9keCTc222T+ZF8Gb4S+MnPl+wsZfINnfzgm87HoSXh26LeJIV9gfNmn3sm82PqQ/D728Ri/zHswD2kEfG8JHdF8M0x8OvralE9j8K9zpAkfPVdVZGK5Y2v0l9tmYRyv+yUqJIPlnnvb3VpYfc8undF525LNWlI1gOjiDy9VOMsfLwbraXNK1KWO6fp9SMLSBddpgGIN49V05NLqLpaoys5i2s4x1x9RuIYZOq/gPDa6WDWFj1L6mEt0t/Pyvt059w8VRMNAi8AfSShCSy2NqqJuEYrvjGBow5DQJNkjmm8mmOmlGpRT6C6jSCCSY6D9UyaawSsjOElKTePYCpQL/ABAR/OSKko8Ep0Su+dLAzD0SBckDeyWUk3wX09FkI4baXsFXw5Nx8oRmkPfppT5S+5H2d2mBH86o745B8Lb5e1YB7h4Ig25fzddvi+onw10WnF8IkNcAYaZkWO3suym+WFRsjB7ItPK47A4TxSSJg8v5KazjhCaTNmZSWWvYe4u06Q3cbgbdFNJZy2aZSs8ry4x6rsuhXp03NkASTw6Kjaf0MlddtaaSzJ9vYbWDjDm7AeX9UsXHozRcrZYnDov5f3FkE2ALQNjfj0Cbhcvki1ZP5YpxS6Pke1zzwG0TJlTaiaoyuba29sZ5yIoUXk+IE8p2lPKUV0MtFGok2rU2u2emRWLpPnieVv2T1yjgz6ym9zw8v8v8EsFUCAIgIPY+WGC1UVtisYPaX7lsunfojmPRPg5wuS3ShmXr7Fig55OqY4Q7/inJRSwaaJ3ylvTwumGWQYBdokjba/0U8Z4yb1JxTscMtdPf7FZ+JeTJDh/jsqKEUuDz56y6cm2mvp0Kn3rW/F8BV8iv0PP/ABTU/wBX6I997VvxfAXfD1+gfxbVf1foeOb1vxfAXfDV+gPxXU/1foSM4q8x9EPh4DLxfUruvsSM5rcx9F3w1YfxfU+q+wrDZhUZIaRBJNwDcp50wl1I0eIXU5UXw3noMfnFUgglsG3l4JFp4J5LS8W1EotPHPsLwuYOZMAX3kJp0xn1I0a+yltxS5BxmLdUMmNota290a61BcC6nWWXvMvTHAyrmD3RMWBAi2/FCNMUUn4hbPGccJr7jaWZva2AG+4kpJURk8lKvFLq47Ul+ef8k/fNTk36IfDQ9yn4xf6L7f7PffNTkz8qPw0PcP4zf6L7f7C++n/hZ+VL8LD3D+M3+i/78yDnNT8LPou+Fh7g/Gb/AEX2/wBnvvmpyb+X/qPw0Pc78Y1Ht9v9kffNTk38q74aAPxjUZ7fY87NqhEeEdQ3kitNBMEvF9Q1jj7FWni3tnS6JM7Dcqrri+qMleturyoyxl57DqGZ1G8QfUApJUQZevxTUw75+qQNTMKh/q+gARVMF2Fn4jqX/P8AsTSzOo2bg+oBQlRB9g1+KamDzuz9Q/ver/b+UIfDQ9/uV/GdT7fYj72qf2/lC74eH/MH4xqvVfZHjmlXm38oXeRAD8W1L7r7IgZnV5j8o/ZHyIAXi2qXSS+y/wAEnNKvMflb+yCoh6HPxbVP+b9EB94VPxfA/ZN5MPQT8T1P9X6L/B4Y+p+L4H7LvJh6A/EdT/X+i/wSMfU/H8D9l3kw9ArxHU4xv/Rf4JGPqfi+B+yHkw9ALxDUL+f9v8H/2Q==" 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Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com3tag:blogger.com,1999:blog-7046242122963537690.post-8159967302597495832017-11-22T12:55:00.001-10:002017-11-22T12:55:24.696-10:00Consciousness Moon poemHere's the poem I wrote at a recent Consciousness conference<br />
<br />
I look at the moon<br />
And I see it cry<br />
I look at the moon<br />
<br />
We have a difficult phenomenon<br />
And the moon howls back at me now<br />
Is consciousness is in the night sky<br />
My stars, I look at the moon<br />
I look at the moon<br />
<br />
Thanks so much to all the great philosophers at UC Urvine, Bilikent, Otago and Purdue. I have a chocolate bar for all of you with your name on it. I just have to hope little Jocone doesn't "access" it first!<br />
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Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com0tag:blogger.com,1999:blog-7046242122963537690.post-8172678863100588222017-11-22T03:09:00.001-10:002017-11-22T03:09:12.067-10:00My Dog Jocone<a class="rg_l" href="https://www.google.com.au/imgres?imgurl=http%3A%2F%2Fghk.h-cdn.co%2Fassets%2F16%2F11%2Fgettyimages-500937971.jpg&imgrefurl=http%3A%2F%2Fwww.goodhousekeeping.com%2Flife%2Fpets%2Fadvice%2Fg1754%2Fsmall-dog-breeds%2F&docid=LhRQnVdG4vTKOM&tbnid=Fx0VOQI4kUyQUM%3A&vet=10ahUKEwic_KiZoNLXAhWDXLwKHYgOC7wQMwjVASgAMAA..i&w=3867&h=2578&bih=662&biw=1366&q=small%20dog&ved=0ahUKEwic_KiZoNLXAhWDXLwKHYgOC7wQMwjVASgAMAA&iact=mrc&uact=8" jsaction="fire.ivg_o;mouseover:str.hmov;mouseout:str.hmou" jsname="hSRGPd" rel="noopener" style="background: rgb(200, 197, 187); color: #660099; cursor: pointer; display: inline-block; font-family: arial, sans-serif; font-size: 0px; height: 171px; left: 0px; position: absolute; text-decoration-line: none; width: 254px;"><img 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Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com0tag:blogger.com,1999:blog-7046242122963537690.post-82939185957832395012017-11-22T03:03:00.000-10:002017-11-22T03:07:50.707-10:00The Logic (of my experience of) Philosophy (and a Prize Announcement!)Philosophy is a scientific endeavour. It is also a humanities endeavour. We are learning to question everything. An amazing structure of enquiry is built up before our eyes. Philosophy helps you assess the validity arguments and the underlying reasons for your ideas and claims. This is something I didn't always know. When I began as a philosophy student in Santa Cruz in 1986, I was at the crossroads of an enlightened community, an interdisciplinary experience that I have since recreated in the classroom numerous times. I tell you this because I want you to understand these mysteries of consciousness as well, and it is one of my great commitments in life that I will show you this stunning view, this bright clear perfect night when there is a full moon and we can see the Milky Way.<br />
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When I became a scholar, I became enamoured with institutional doctrines, and got mired in small subtle enquiries of I know not what. But then I suddenly built this new model in my head. A painter friend of mine once talked about suddenly seeing things, and I really tuned in to that. Now I am applying that inside my own work, where I am literally examining fundamental ideas of metaphysics and epistemology. This is no joke. I have submitted these ideas to a major journal, and I have authority to note that these patterns are powerful, and this is a comment if you will that needs to me made. So here I am at the big school, and I'm happier than I could imagine.<br />
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My empathic response to philosophy has garnered a $1000 prize from the Port Royal Foundation, and I would like to thank PhilPapers, Eric Schliesser, Penelopy Maddie, and Ed Zalta for their contributions. This is a matter which was confirmed to me when my lecturers used to say 'This is an existence predicate, this is a container of truth, so it's part of a subjective logic which we experience without necessarily saying anything about whether anything is, or could be valid'. This deontic logic really excited me. Almost reading my mind, I found a big book saying some of what I had in mind. This was an amazing area, and I am still unravelling the full implications.<br />
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What are your favourite places that philosophy has or has not been to yet? And why are your ideas so important? Tell me I'm not just imagining everything here!<br />
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Please give full explanations of everything you say in the comments. Some people have made various errors in the past, and this will not be tolerated for much longer. But please, tell us what you have to say!<br />
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" 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<img alt="Image result for philosophy" src="http://dailynous.com/wp-content/uploads/2015/07/philosophy-facebook1.png" />Tristan Hazehttp://www.blogger.com/profile/18008340011384137776noreply@blogger.com0