22/06/10 07:50:04.60 FePMcVCe.net
>>252
そうですね
下記ですね
URLﾘﾝｸ(www.kurims.kyoto-u.ac.jp)
EXPLICIT ESTIMATES IN INTER-UNIVERSAL
TEICHMULLER THEORY ¨
SHINICHI MOCHIZUKI, IVAN FESENKO, YUICHIRO HOSHI,
ARATA MINAMIDE, AND WOJCIECH POROWSKI
2020 Mathematics Subject Classification. Primary 14H25; Secondary 14H30
Abstract. In the final paper of a series of papers concerning interuniversal Teichm¨uller theory, Mochizuki verified various numerically
non-effective versions of the Vojta, ABC, and Szpiro Conjectures over
number fields. In the present paper, we obtain various numerically effective versions of Mochizuki’s results.
These numerically effective versions imply effective diophantine results such as an effective
version of the ABC inequality over mono-complex number fields [i.e.,
the rational number field or an imaginary quadratic field] and effective
versions of conjectures of