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Ars Mathematica | Dedicated to the mathematical arts.

Dedicated to the mathematical arts. Skip to primary content. Skip to secondary content. Nine Chapters on the Semigroup Art. 28 February, 2015. While Googling something or other, I came across Nine Chapters on the Semigroup Art. Which is a leisurely introduction to the theory of semigroups. (While the document is labelled “lecture notes”, the typography is quite beautiful.). What Did Grothendieck Do? 1 January, 2015. Since Descartes, a major topic of mathematics research is understanding the solutions to ...

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Ars Mathematica | Dedicated to the mathematical arts. | arsmath.net Reviews

https://arsmath.net

Dedicated to the mathematical arts. Skip to primary content. Skip to secondary content. Nine Chapters on the Semigroup Art. 28 February, 2015. While Googling something or other, I came across Nine Chapters on the Semigroup Art. Which is a leisurely introduction to the theory of semigroups. (While the document is labelled “lecture notes”, the typography is quite beautiful.). What Did Grothendieck Do? 1 January, 2015. Since Descartes, a major topic of mathematics research is understanding the solutions to ...

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A Generalized Fermat Equation | Ars Mathematica

http://www.arsmathematica.net/2013/08/31/a-generalized-fermat-equation

Dedicated to the mathematical arts. Skip to primary content. A Generalized Fermat Equation. 31 August, 2013. I came across a number theory paper Twists of X(7) and Primitive Solutions of x. That I find completely fascinating. I find it fascinating because a) the question is so easy, b) the answer is so hard, and yet c) someone was able to answer it. An earlier expository paper, Faltings plus epsilon, Wiles plus epsilon, and the Generalized Fermat Equation. This entry was posted in Mathematics.

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Arguesian Lattices | Ars Mathematica

http://www.arsmathematica.net/2014/09/23/arguesian-lattices

Dedicated to the mathematical arts. Skip to primary content. 23 September, 2014. As is well-known, the lattice of submodules of a module is modular. What I did not know is that the converse is not true, and that lattices of submodules must satisfy a stronger property, the arguesian law. The Arguesian law is a lattice-theoretic analogue of Desargues’ theorem. In projective geometry. I read the statement of the theorem several times and I have no intuition about what it means. 24 September, 2014 at 4:54 am.

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What Did Grothendieck Do? | Ars Mathematica

http://www.arsmathematica.net/2015/01/01/what-did-grothendieck-do

Dedicated to the mathematical arts. Skip to primary content. What Did Grothendieck Do? 1 January, 2015. The publicity in the wake of Grothendieck’s death has left a certain number of non-mathematicians with the question of what it was exactly that he did. I wrote an answer elsewhere that people seemed to find informative, so I’m saving it here for posterity. The set of solutions to one or more polynomial equations is called a variety, and the study of such things is called algebraic geometry. On to the W...

crookedtimber.org crookedtimber.org

The greater generation ? — Crooked Timber

http://crookedtimber.org/2006/02/04/the-greater-generation

February 4, 2006. One of the lazy journalistic tropes I most dislike is the generation. But the game is even sillier when played by those old enough to know better, like Richard Neville. In Salon, Gary Kamiya gently skewers. The latest of the genre, a book claiming that the Boomers are a “Greater Generation” than the one that fought World War II by virtue of their struggles for civil rights, equality and so on. Crucial quote. 020406 at 6:38 am. All the stigma and none of the benefits! 020406 at 7:45 am.

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Piątek, Marzec 16, 2018. Jak wybrać modną lampę do salonu? Jak gustownie urządzić domową bibliotekę? Czy dbanie o porządek w domu jest tak naprawdę trudne? Jak dobrze dobrać wyposażenie łazienki? Miej oko na swój dom. Modne i eleganckie dodatki do sypialni w kolorze czerni. Jednym z najbardziej eleganckich kolorów, których można użyć w aranżacji wnętrz jest czarny. Zdecydowanie wnętrze w tym klimacie jest tajemnicze, zmysłowe, intrygujące, a jeśli. Modny kolor w mieszkaniu – pudrowy róż. Czy da się ochro...

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Ars Mathematica | Dedicated to the mathematical arts.

Dedicated to the mathematical arts. Skip to primary content. Skip to secondary content. Nine Chapters on the Semigroup Art. 28 February, 2015. While Googling something or other, I came across Nine Chapters on the Semigroup Art. Which is a leisurely introduction to the theory of semigroups. (While the document is labelled “lecture notes”, the typography is quite beautiful.). What Did Grothendieck Do? 1 January, 2015. Since Descartes, a major topic of mathematics research is understanding the solutions to ...

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ЛЕКЦИИ ПО МАТЕМАТИКА ЗА НВУ. More info ›. Powered by Google Inc. ВТУ "Св. Св. Кирил и Методий". 2012 - 2013 www.arsmath.org / Всички права запазени / за контакт: Димитър Цветков; gsm: 0886713475; e-mail: dimiter.petkov.tsvetkov@gmail.com. По договор РД-491-12/27.06.2008 на ВТУ "Св. Св. Кирил и Методой на проект "Виртуална лаборатория по статистически методи в поведенческите и социалните науки".

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Ars Mathematica | Dedicated to the mathematical arts.

Dedicated to the mathematical arts. Skip to primary content. Skip to secondary content. Nine Chapters on the Semigroup Art. 28 February, 2015. While Googling something or other, I came across Nine Chapters on the Semigroup Art. Which is a leisurely introduction to the theory of semigroups. (While the document is labelled “lecture notes”, the typography is quite beautiful.). What Did Grothendieck Do? 1 January, 2015. Since Descartes, a major topic of mathematics research is understanding the solutions to ...