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Joel David Hamkins | mathematics and philosophy of the infinite | jdh.hamkins.org Reviews
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mathematics and philosophy of the infinite
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Appointments | Joel David Hamkins
http://jdh.hamkins.org/category/appointments
Mathematics and philosophy of the infinite. Skip to primary content. Skip to secondary content. Recent and Upcoming Talks. About My Graduate Students. List of My Graduate Students. New York University, Visiting Professor of Philosophy, 2015. May 31, 2014. I am Visiting Professor of Philosophy. At New York University. For the Spring 2015 semester, while on sabbatical from CUNY. This is my second jaunt at NYU, since I was also Visiting Professor. Click to share on Google (Opens in new window). I am a profe...
Talks | Joel David Hamkins
http://jdh.hamkins.org/category/talks
Mathematics and philosophy of the infinite. Skip to primary content. Skip to secondary content. Recent and Upcoming Talks. About My Graduate Students. List of My Graduate Students. Set-theoretic mereology as a foundation of mathematics, Logic and Metaphysics Workshop, CUNY, October 2016. August 24, 2016. This will be a talk for the Logic and Metaphysics Workshop at the CUNY Graduate Center, Monday, October 24, 2016, 4:15-6:15 pm. Basically, can we get by with merely $ subseteq$ in place of $ in$? Logic a...
Infinitary computability publications | Joel David Hamkins
http://jdh.hamkins.org/infinitary-computability-publications
Mathematics and philosophy of the infinite. Skip to primary content. Recent and Upcoming Talks. About My Graduate Students. List of My Graduate Students. Effective Mathemematics of the Uncountable. Effective Mathematics of the Uncountable. N Greenberg, J. D. Hamkins, D. R. Hirschfeldt, and R. G. Miller, Eds., Cambridge University Press, ASL Lecture Notes in Logic, 2013, vol. 41. Infinite time Turing machines and an application to the hierarchy of equivalence relations on the reals. J D Hamkins, “A ...
Grants and Awards | Joel David Hamkins
http://jdh.hamkins.org/category/grants-and-awards
Mathematics and philosophy of the infinite. Skip to primary content. Skip to secondary content. Recent and Upcoming Talks. About My Graduate Students. List of My Graduate Students. Category Archives: Grants and Awards. On the strength of second-order set theories beyond ZFC, PSC-CUNY Research Award grant, 2016. April 16, 2016. J D Hamkins, On the strength of second-order set theories beyond ZFC, PSC-CUNY Research Award grant #69573-00 47, funded for 2016-2017. Click to print (Opens in new window). I shal...
Math for seven-year-olds: graph coloring, chromatic numbers, and Eulerian paths and circuits | Joel David Hamkins
http://jdh.hamkins.org/math-for-seven-year-olds-graph-coloring-chromatic-numbers-eulerian-paths
Mathematics and philosophy of the infinite. Skip to primary content. Recent and Upcoming Talks. About My Graduate Students. List of My Graduate Students. Math for seven-year-olds: graph coloring, chromatic numbers, and Eulerian paths and circuits. May 29, 2014. We began with vertex coloring, where one colors the vertices of a graph in such a way that adjacent vertices get different colors. We started with some easy examples, and then moved on to more complicated graphs, which they attacked. Where one tra...
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Caderno | Problemas e Teoremas
https://problemasteoremas.wordpress.com/pdfs
Problemas, exercícios, teoria e teoremas de várias áreas, na maioria Cálculo. Américo Tavares, eng. reformado. Saltar para o conteúdo. Sobre o autor e o blogue. 5º ano do liceu. 6º ano do liceu. 7º ano do liceu. Nas entradas que estão reunidas no caderno aparece no início a indicação: pdf: ver caderno. Caderno de problemas teoremas, edição de 6 de Junho de 2009. Caderno do problemas teoremas, edição de 6.6.09. Pág 81, 14.4.:. Os integrais corrigidos são:. Os integrais corrigidos são:. 17 de Junho de 2009...
About | Recursively saturated and rather classless
https://kamerynblog.wordpress.com/about
Recursively saturated and rather classless. A mathematics blog by Kameryn Williams. I, Kameryn J Williams, am a PhD student in mathematics at the CUNY Graduate Center working under Joel David Hamkins. My research interests lie mainly in set theory. My dissertation is on the structure of models of second-order set theories, primarily Gödel. Like, meaning that they are uncountable but any initial segment of them is countable. For some details, see this blog post of mine. You can find me on mathoverflow.
Blogs | The Network for Philosophy of Mathematics in Europe
http://philmath-europe.org/blogs
The Network for Philosophy of Mathematics in Europe. Here is a list of the blogs that we follow:. Gödel's lost letter and P = NP. Good math, bad math. Want to add a blog?
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Dodecaedro: o comprimento da aresta | Problemas e Teoremas
https://problemasteoremas.wordpress.com/2008/03/12/dodecaedro
Problemas, exercícios, teoria e teoremas de várias áreas, na maioria Cálculo. Américo Tavares, eng. reformado. Saltar para o conteúdo. Sobre o autor e o blogue. 5º ano do liceu. 6º ano do liceu. 7º ano do liceu. 1 bilião é igual a 1000 000 000 000 em Portugal e a 1000 000 000 nos Estados Unidos. Mais um prémio para Nuno Crato: um dos European Science Awards →. Dodecaedro: o comprimento da aresta. 12 de Março de 2008. No documento em versão pdf em cima apresento a justificação da resposta:. O endereço nun...
Introduction to Formal Logic | Logic Matters
http://www.logicmatters.net/ifl
Logic, enthusiasms, sceptical thoughts, and a little LaTeX geekery. Introduction to Formal Logic. An Introduction to Formal Logic. Was first published by Cambridge University Press in November 2003. A corrected reprint doesn’t count as a new edition (so it doesn’t have a new ISBN). There following support materials are available:. The corrections page for the first printing. This gives a fairly complete list of the major outright typos in the first printing. But note, the list does. For the last iteratio...
Category Theory | Logic Matters
http://www.logicmatters.net/categories
Logic, enthusiasms, sceptical thoughts, and a little LaTeX geekery. The links below are to various freely (and legitimately! Available online resources for those interested in category theory at an elementary/intermediate level. See this supplementary page, introductory readings for philosophers. For reading suggestions for those looking for the most accessible route into category theory. My Category Theory: A Gentle Introduction. Lecture notes, etc. Of lectures for the Part III course:. Pp 52: version o...
Blog | Logic Matters | Logic, enthusiasms, sceptical thoughts, and a little LaTeX geekery
http://www.logicmatters.net/blogfront
Logic, enthusiasms, sceptical thoughts, and a little LaTeX geekery. Intro to Formal Logic 2nd ed. — help, please! August 23, 2016. If you know my. Introduction to Formal Logic. Reasonably well, and in particular if you have at some time taught from it, do please read on! Better — well, I would, wouldn’t I! Now, I have just had a letter from my CUP editor, saying. Although a number of second editions of Cambridge books go forward without a review process, my senior colleagues are taking the view that for ...
problemasteoremas.wordpress.com
5.º ano do liceu | Problemas e Teoremas
https://problemasteoremas.wordpress.com/pdfs/testes-1960s/5-º-ano-do-liceu
Problemas, exercícios, teoria e teoremas de várias áreas, na maioria Cálculo. Américo Tavares, eng. reformado. Saltar para o conteúdo. Sobre o autor e o blogue. 5º ano do liceu. 6º ano do liceu. 7º ano do liceu. 5º ano do liceu. Torne irredutíveis as seguintes fracções:. A) Efectue as seguintes operações e simplifique os resultados:. B) Calcule o valor numérico da expressão. Efectue as operações e simplifique os resultados:. Efectue e simplifique a seguinte expressão:. Resolva em ordem a. 5º ano do liceu.
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Joel David Hamkins | mathematics and philosophy of the infinite
Mathematics and philosophy of the infinite. Skip to primary content. Skip to secondary content. Recent and Upcoming Talks. About My Graduate Students. List of My Graduate Students. Different set theories are never bi-interpretable. March 27, 2018. I was fascinated recently to discover something I hadn’t realized about relative interpretability in set theory, and I’d like to share it here. Namely,. Different set theories extending ZF are never bi-interpretable! For showing specifically that ZF and ZFC are...
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