[過去ﾛｸﾞ] Inter-universal geometry と ABC予想 22 (1002ﾚｽ)
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69(3): 2017/12/22(金)14:30 ID:oqt5pePm(1) AAS
＞ “If one interprets the above discussion in terms of the notation introduced in the statement of Corollary 3.12, one concludes [the main inequality].”

? cf. Fig. 3.8 above. If one interprets the above discussion in terms of the
notation introduced in the statement of Corollary 3.12, then one concludes [from
the compactness of the tensor packets of log-shells in Theorem 3.11, (i), (a)] that
the quantity ? |log(Θ)| is finite, and, moreover, that
? |log(q)| ? ? |log(Θ)| ∈ R

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