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Instiki

https://golem.ph.utexas.edu/instiki/show/HomePage

Skip the Navigation Links. Table of Contents ( Skip the Table of contents. Run on Port 80. These pages are devoted to Instiki (current version Instiki 0.19.8. Based Wiki. There’s also a forum. Where you can discuss issues with Instiki, ask questions, etc. Math support is based on itex2MML. And is enabled if you choose the (default) Markdown itex2MML text filter. There’s a quite serviceable LaTeX export (click on the TeX link at the bottom of any wiki page). Of course, there are always improvements. The m...

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About Jacques Distler

https://golem.ph.utexas.edu/~distler/index.html

Physics Department, University of Texas, Austin, Texas 78712. Office: RLM 9.218. Voice: (512) 471-2950 : Fax: (512) 471-4888. Distler@golem.ph.utexas.edu. Hello (none)@67.219.144.114. So nice of you to stop by. I'm a member of the Theory Group. Here at UT. I've been at UT since September 1994. Before coming here, I was an Assistant Professor in the theory group at Princeton. Useful stuff . . . I've also written my own article class. Aware BibTeX style file. For many years, Golem was a NeXTStep machine&#4...

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The Weaire--Phelan Structure | The n-Category Café

https://golem.ph.utexas.edu/category/2008/08/the_weairephelan_structure.html

The n-Category Café. A group blog on math, physics and philosophy. Skip to the Main Content. Skip to the content. These pages make extensive use of the latest XHTML and CSS Standards. They ought to look great in any standards-compliant modern browser. Unfortunately, they will probably look horrible in older browsers, like Netscape 4.x and IE 4.x. Moreover, many posts use MathML, which is, currently. Supported in Mozilla. My best suggestion (and you will. Melliès on Functorial Boxes ». August 21, 2008.

4

Feferman Set Theory | The n-Category Café

https://golem.ph.utexas.edu/category/2009/11/feferman_set_theory.html

The n-Category Café. A group blog on math, physics and philosophy. Skip to the Main Content. Skip to the content. These pages make extensive use of the latest XHTML and CSS Standards. They ought to look great in any standards-compliant modern browser. Unfortunately, they will probably look horrible in older browsers, like Netscape 4.x and IE 4.x. Moreover, many posts use MathML, which is, currently. Supported in Mozilla. My best suggestion (and you will. Xab; Dold–Kan Question. Dangerous Knowledge ».

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The n-Category Café

https://golem.ph.utexas.edu/category

The n-Category Café. A group blog on math, physics and philosophy. Skip to the Main Content. Skip to the content. These pages make extensive use of the latest XHTML and CSS Standards. They ought to look great in any standards-compliant modern browser. Unfortunately, they will probably look horrible in older browsers, like Netscape 4.x and IE 4.x. Moreover, many posts use MathML, which is, currently. Supported in Mozilla. My best suggestion (and you will. Posts with this logo use MathML. Or a MathML plugin.

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antimeta.wordpress.com antimeta.wordpress.com

A Stronger Two-Envelope Paradox | Antimeta

https://antimeta.wordpress.com/2009/05/24/a-stronger-two-envelope-paradox

A general distrust of strong metaphysical claims in mathematics and philosophy. A Stronger Two-Envelope Paradox. Consider the standard two-envelope paradox – there are two envelopes in front of you, and all you know is that one of them has twice as much money as the other. It seems that you should be indifferent to which envelope you choose to take. However, once you’ve taken an envelope and opened it, you’ll see some amount. Of money there, and you can reason that the other envelope either has. Violatio...

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Under the Ruler Faster than the Ruler | Antimeta

https://antimeta.wordpress.com/2009/07/19/under-the-ruler-faster-than-the-ruler

A general distrust of strong metaphysical claims in mathematics and philosophy. Under the Ruler Faster than the Ruler. I was just talking to Michael Weisberg, who is also visiting ANU currently, and he pointed me to this video. Laquo; A Stronger Two-Envelope Paradox. Date : July 19, 2009. Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:. Address never made public). You are commenting using your WordPress.com account. ( Log Out. Stephen Harris on ...

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The Role of Existence Proofs | Antimeta

https://antimeta.wordpress.com/2008/09/13/the-role-of-existence-proofs

A general distrust of strong metaphysical claims in mathematics and philosophy. The Role of Existence Proofs. 1]), but for the rationals and negative numbers, our understanding of them as integers with fractional remainder, or as formal inverses of positive numbers, is already sophisticated enough to see that they’re perfectly well-defined structures, even before we get the construction as equivalence classes of ordered pairs of integers or naturals. I’ve suggested that in the case of the reals it ...

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The Strong Free Will Theorem | Antimeta

https://antimeta.wordpress.com/2009/02/06/the-strong-free-will-theorem

A general distrust of strong metaphysical claims in mathematics and philosophy. The Strong Free Will Theorem. Wow, it’s been about four months since I’ve posted here! Anyway, I’ll try not to continue that pattern in the future. In the February issue of the Notices of the American Mathematical Society, John Conway and Simon Kochen have a paper explaining their “free will theorem”. Here is the full statement of the theorem, from their paper:. The MIN Axiom: Assume that the experiments performed by A and B ...

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Probabilistic Proofs of Undecidable Sentences? | Antimeta

https://antimeta.wordpress.com/2009/04/22/probabilistic-proofs-of-undecidable-sentences

A general distrust of strong metaphysical claims in mathematics and philosophy. Probabilistic Proofs of Undecidable Sentences? As I suggested (though perhaps not made as clear as I would have liked) in my forthcoming paper “Probabilistic Proofs and Transferability”. Is prime, then a certain result is guaranteed, while if n. Is composite, then the probability of the same sort of result is at most 1/4. Now, one might worry that this argument assumes that conditional probabilities will have to be probabilit...

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Antimeta | A general distrust of strong metaphysical claims in mathematics and philosophy. | Page 2

https://antimeta.wordpress.com/page/2

A general distrust of strong metaphysical claims in mathematics and philosophy. Computer Proofs Give A Priori. I just read a very interesting paper. An important question here is just what it means for knowledge to be a priori. Burge defines the notion as just stating that the knowledge doesn’t depend for its justification on any sensory experience – however, he allows that a priori knowledge may depend for its possibility. I think this sort of epistemology of mathematics is probably of much more practic...

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Guessing the result of infinitely many coin tosses | Antimeta

https://antimeta.wordpress.com/2008/09/26/guessing-the-result-of-infinitely-many-coin-tosses

A general distrust of strong metaphysical claims in mathematics and philosophy. Guessing the result of infinitely many coin tosses. I’ve stolen the title of a very interesting post. Check out his post. To see the description of the strategy, or work it out yourself, before going on. Anyway, I managed to figure this out, only because it’s formally identical to a game with colored hats. He begins his discussion with a discussion of a very nice paper. Laquo; The Role of Existence Proofs. 8230;] A couple of ...

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An Economic Argument for a Mathematical Conclusion | Antimeta

https://antimeta.wordpress.com/2008/04/27/an-economic-argument-for-a-mathematical-conclusion

A general distrust of strong metaphysical claims in mathematics and philosophy. An Economic Argument for a Mathematical Conclusion. How valuable is an income stream that pays $1000 a year in perpetuity? Then we can calculate mathematically that the present value of an income stream of $1000 a year in perpetuity is given by the sum. Going through the work of summing this geometric series, we find that the present value is. Computer Proofs Give A Priori. Date : April 27, 2008. Worry me a bit. For a similar...

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