[過去ﾛｸﾞ] Inter-universal geometry と ABC予想 33 (1002ﾚｽ)
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938: 2018/10/30(火)11:52 ID:BJ96nTzA(1/5) AAS
すでに バレている事件でしょ

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941(1): 2018/10/30(火)13:34 ID:BJ96nTzA(2/5) AAS
,なるほど

Mochizuki does not choose any such
isomorphism,
but works with what he calls the full
poly-isomorphism, i.e. the set of all such
isomorphisms.
Although we spent a lot of time discussing
省5

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944: 2018/10/30(火)14:26 ID:BJ96nTzA(3/5) AAS
迷惑だらけなのに
なぜ擁護するのか、さっぱりわからん

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945(1): 2018/10/30(火)15:11 ID:BJ96nTzA(4/5) AAS
There is one consistent choice of isomorphisms given by using the natural isomorphisms
R⊙,Θ ∼= R⊙,q ∼= R coming from
the observation that the global realified
Frobenioids coming from F ×μ- prime strips
are always canonically trivial using the various
γcan.
However, we saw that with these isomorphisms,
省2

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946: 2018/10/30(火)15:14 ID:BJ96nTzA(5/5) AAS
>>945
Thus, Mochizuki wanted to introduce
scalars of j2 somewhere on the left part
of this diagram (which strictly speaking
leads to inconsistencies, i.e. monodromy,
on the left part of the diagram alone,
which arguably can be overcome by
省4

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