23/03/14 20:52:50.12 5bTCTU61.net
>>380
ありがとう
なるほど
それは一つの見解ではあるね
で、正しいかどうか分からないが
Inter-universal geometry と ABC予想 (応援スレ) 68
ｽﾚﾘﾝｸ(math板:281番)
281 2023/03/14(火) 02:38:22.45 ID:EzJL6k5J
>>12
Joshi は自分の論文のパートIIIでABC予想解けるって言ってたけど
先だって出したのはパートIIの書き直しだな早よしろ
ショルツェは女子と話してて自分が文句があるのは望月の書き方みたいな事言ってたみたいだし
早よ決着つけて
(引用終り)
これ下記かな？ JoshiのパートIIIでABC予想解けて、認められたら
IUTにも春が来るかな？ｗ
URLﾘﾝｸ(arxiv.org)
[Submitted on 3 Mar 2023]
Construction of Arithmetic Teichmuller spaces II: Proof of a local prototype of Mochizuki's Corollary~3.12
Kirti Joshi
This paper deals with consequences of the existence of Arithmetic Teichmuller spaces established arXiv:2106.11452 and arXiv:2010.05748. Theorem~9.2.1 provides a proof of a local version of Mochizuki's Corollary~3.12. Local means for a fixed p-adic field. There are several new innovations in this paper. Some of the main results are as follows. Theorem~3.5.1 shows that one can view the Tate parameter of Tate elliptic curve as a function on the arithmetic Teichmuller space of [Joshi, 2021a], [Joshi, 2022b]. The next important point is the construction of Mochizuki's Θgau-links and the set of such links, called Mochizuki's Ansatz in \S6. Theorem~6.9.1 establishes valuation scaling property satisfied by points of Mochizuki's Ansatz (i.e. by my version of Θgau-links). These results lead to the construction of a theta-values set (\S8) which is similar to Mochizuki's Theta-values set (differences between the two are in \S8.7.1). Finally Theorem~9.2.1 is established. For completeness, I provide an intrinsic proof of the existence of Mochizuki's log-links (Theorem 10.9.1), log-links (Theorem~10.14.1) and Mochizuki's log-Kummer Indeterminacy (Theorem~10.19.1) in my theory.