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I’ve planned 300 hours for the details of Wiles’ Proof of Fermat’s Last Theorem.
Update:
after fig.8.2. an instance as F7 and F5 of Galois field,
Fp ∋ n, T, ∵ Galois field.
n → ¬p, n → Galois’ imaginary number, T, ∵ any prime number → 0 in the ring.
Here, 0 by imaginary time → α, and {(E ⊥ δp) → function} in fig.9 is a case of 0 cone to reproduce reality.
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