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Holomorphy #204
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Holomorphy #204
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FYI, for the proof of (Differentiable /\ Cauchy-Riemann => Holomorphic), I tried to reintroduce two normed structure on analysis/theories/holomorphy.v Line 547 in e2bab6f
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theories/holomorphy.v
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| Lemma complexV (*name ?*) (h: R) : h != 0 -> (h^-1)%:C = h%:C^-1. | ||
| Proof. | ||
| rewrite eqE_complex //=; split; last by rewrite mul0r oppr0. | ||
| by rewrite expr0n //= addr0 -exprVn expr2 mulrA mulrV ?unitfE ?mul1r //=. | ||
| Qed. |
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apply: fmorphV did not work?
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- fixed opam - fixed nix co-authored-by: Reynald Affeldt <[email protected]>
Co-Authored-By : Reynald Affeldt Co-Authored-By : Cyril Cohen
Formalization of complex analysis, following the closed #192.