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[M3] About certain aspects of the study and dissemination of Shinichi Mochizuki's IUT theory
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ABOUT CERTAIN ASPECTS OF THE STUDY AND DISSEMINATION OF SHINICHI MOCHIZUKI’S IUT THEORY
IVAN FESENKO
‘Phil: Do you ever have deja vu, Mrs. Lancaster?
Mrs. Lancaster: I don’t think so, but I could check with the kitchen.’
(Groundhog Day)
(抜粋)
This text communicates in a compact form some of factual information related to the study of Sh. Mochizuki’s IUT theory1 and its dissemination, as well as various aspects of the situation around IUT.
The number of mathematicians able to write expert reports on the IUT papers exceeds the number of such reports on previous major breakthrough papers at the time of their publication. 2020 will be a special RIMS year with 4 international
workshops on anabelian geometry, combinatorial anabelian geometry and IUT.
Some mathematicians have tried to study IUT on the own, but have not been able to proceed far.
In particular, none of number theorists who made their own breakthrough decades ago have apparently managed to advance in their study of IUT.
In contrast, there are several young researchers who in the course of several years of hard
study of IUT, have asked interesting questions and contributed to new original developments.
There were few people, all lacking any expertise even in anabelian geometry, active in applying efforts to produce ignorant critical remarks about IUT.
Their online remarks and debates were devoid of any valid math evidence of faults in the theory. Some were active in spreading fake information that might have affected some mathematicians in other areas. All of these unprofessional behaviour should be strongly rejected.
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