WebHodge-Arakelov Theory/Inter-universal Teichmüller Theory The ABC Conjecture Definition An abc-triple is a triple of relatively prime positive integers with a b c and … WebAug 6, 2024 · When not to say “universe”. August 6, 2024 ~ David Roberts. ( This post offers no new insights into IUT, it is just an exploration of some of the terminology that …
Wikipedia [inter-universal Teichmüler theory] - ResearchGate
WebDec 21, 2015 · The occasion was a conference on the work of Shinichi Mochizuki, a brilliant mathematician at Kyoto University who in August 2012 released four papers that were … WebSep 10, 2012 · Mochizuki, S. Inter-universal teichmüller theory II: ... Mochizuki, S. Interuniversal teichmüller theory IV: log-volume computations and set-theoretic foundations (2012) ... gerber tactical pen tsa
Proof claimed for deep connection between primes Nature
WebMar 4, 2024 · The present paper is the first in a series of four papers, the goal of which is to establish an arithmetic version of Teichmüller theory for number fields equipped with an … WebMar 4, 2024 · the assertions of the RCS are nothing more than meaningless, superficial misunderstandings of inter-universal Teichmuller theory on the part of people who are … Inter-universal Teichmüller theory (abbreviated as IUT or IUTT) is the name given by mathematician Shinichi Mochizuki to a theory he developed in the 2000s, following his earlier work in arithmetic geometry. According to Mochizuki, it is "an arithmetic version of Teichmüller theory for number fields … See more The theory was developed entirely by Mochizuki up to 2012, and the last parts were written up in a series of four preprints. Mochizuki made his work public in August 2012 with none of the fanfare that typically … See more • Shinichi Mochizuki (1995–2024), Papers of Shinichi Mochizuki • Shinichi Mochizuki (2014), A panoramic overview of inter-universal Teichmüller theory See more Scope of the theory Inter-universal Teichmüller theory is a continuation of Mochizuki's previous work in arithmetic geometry. This work, which has been peer-reviewed and well received by the mathematical community, includes major contributions to See more gerber tactical knives button