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IUT in Pop Culture

2016-09-19T01:48:57Z

Artur: Created page with "Shinichi Mochizuki and Inter-Universal Teichmüller Theory have made their way into a number of recent pop-articles. Here are a few of them: * [http://www.nature.com/news/the..."

Shinichi Mochizuki and Inter-Universal Teichmüller Theory have made their way into a number of recent pop-articles. Here are a few of them:

* [http://www.nature.com/news/the-biggest-mystery-in-mathematics-shinichi-mochizuki-and-the-impenetrable-proof-1.18509 The biggest mystery in mathematics: Shinichi Mochizuki and the impenetrable proof], in Nature, by David Castelvecchi.
* [http://www.nature.com/news/monumental-proof-to-torment-mathematicians-for-years-to-come-1.20342 Monumental proof to torment mathematicians for years to come], in Nature, by David Castelvecchi.
* [http://motherboard.vice.com/read/a-500-page-proof-offers-a-new-univers-if-only-mathematicians-could-understand-i The 500-Page Proof That Only One Mathematician Can Understand], on Vice Motherboard, by Michael Byrne.
* [http://motherboard.vice.com/read/mathematicians-closer-to-understanding-epic-400-page-proof Mathematicians Still Years from Verifying Nightmare 500-Page Proof], in Vice Motherboard, by Michael Byrne.

Frobenioid

2016-09-18T23:12:38Z

Artur:

A frobenioid structure on a category <m>\mathcal{C}</m> is a functor <m>\mathcal{C} \to \mathbb{F}_\Phi</m> satisfying certain properties to a special type of category called an elementary frobenioid. These were designed by Mochizuki to encapsulate and abstract the notions of coverings and divisors.

Main Page

2016-08-03T14:08:56Z

Artur:

Welcome to the IUT Wiki: A Group Wiki for Shinichi Mochizuki's Inter-Universal Teichmüller Theory.

IUT Wiki was created to serve as a place for those currently independently evaluating, in a non-partisan manner, Shinichi Mochizuki's proof of the ABC conjecture to arrange ideas concerning the structure of Inter-Universal Teichmüller theory, its philosophies, and attendant questions. At this point is has become clear that many of the topics that comprise what Mochizuki calls Inter-Universal Teichmüller theory are mathematically interesting in their own right, apart from its main application: the ABC. A separate mission of the IUT Wiki is to explain in simpler words and sometimes alternative language some of these topics contained in Mochizuki's works, both in the IUT papers and before. This has the side effect that structure of the theory may be presented slightly differently than Mochizuki had originally.
If you are interested in contributing, please contact [http://iut.fpqc.net/wiki/index.php?title=User:Artur Artur Jackson] : artur [at] fpqc [dot] net.

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