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  • Webpage of Kirti Joshi – Webpage of Kirti Joshi
    My research interests span a broad spectrum of problems in the fields of Algebraic Geometry and Number Theory Some of my recent work is in the context of Shinichi Mochizuki’s work on p-adic Teichmuller Theory and his work (and my work) on the abc-conjecture
  • 如何评价Kirti Joshi对于ABC 猜想的证明？
    基于IUT证明abc的唯一希望落在了Kirti Joshi正在进行的工作上，他最近发表了一系列声称能够证明abc猜想的预印本，其中开头写道：“本文（在定理7 1 1中）完成了Shinichi Mochizuki宣布的abc猜想的非凡证明……”。
  • Webpage of Kirti Joshi
    My research interests span a broad spectrum of problems in the fields of Algebraic Geometry and Number Theory Some of my recent work is in the context of Shinichi Mochizuki's work on p-adic Teichmuller Theory and his work on the abc-conjecture
  • Kirti Joshi in nLab - ncatlab. org
    Kirti Joshi, A General Noether-Lefshetz Theorem and Applications (Journal of Algebraic Geometry, Vol 4, Issue 1, 1995, Pages 105–135) On the geography of low dimensional varieties in positive characteristics:
  • [2403. 10430] Construction of Arithmetic Teichmuller Spaces IV: Proof of . . .
    View a PDF of the paper titled Construction of Arithmetic Teichmuller Spaces IV: Proof of the abc-conjecture, by Kirti Joshi
  • ag. algebraic geometry - Consequences of Kirti Joshis new preprint . . .
    In that preprint, Kirti Joshi claims that If these results are confirmed, what are the consequences of this preprint on the validity of IUT as a theory and Mochizuki's proof of the ABC conjecture? I think "nonredundancy claim" is a really rubbery phrase
  • Kirti Joshis research works | The University of Arizona, Arizona (UA . . .
    In this paper we continue our study of the Frobenius instability locus in the coarse moduli space of semi-stable vector bundles of rank $r$ and degree $0$ over a smooth projective curve defined
  • 如何看待京都大学的望月新一教授证明「ABC 猜想」，发表在 . . .
    而就在不久前的3月15号，亚利桑那大学的数学系教授基尔提·乔希（Kirti Joshi），在预印本论文网站arXiv上发表了一篇论文，声称其使用了与望月新一同样的工具，修复了望月新一之前证明的“漏洞”，从而比较简洁地证明了abc猜想。
  • 数学悬案：abc 猜想 - 数学期刊 - 数学中国 - Powered by Discuz!
    而就在不久前的 3 月 15 号，亚利桑那大学的数学系教授基尔提·乔希（Kirti Joshi），在预印本论文网站 arXiv 上发表了一篇论文，声称其使用了与望月新一同样的工具，修复了望月新一之前证明的“漏洞”，从而比较简洁地证明了 abc 猜想。
  • A Report From Mochizuki | Not Even Wrong
    My understanding is that Scholze and other experts are so far unconvinced by the new Joshi proof, although I don’t know of anyone who has gone through it carefully in detail Given this situation, an IUT optimist might hope that the Joshi proof might work and vindicate IUT





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