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theories/normedtype_theory/tvs.v

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@@ -587,7 +587,6 @@ Unshelve. all: by end_near. Qed.
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Local Open Scope convex_scope.
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Let standard_ball_convex_set (x : R^o) (r : R) : convex_set (ball x r).
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Proof.
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apply/convex_setW => z y; rewrite !inE -!ball_normE /= => zx yx l l0 l1.
@@ -680,7 +679,7 @@ HB.instance Definition _ :=
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Uniform_isConvexTvs.Build K (E * F)%type prod_locally_convex.
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End prod_ConvexTvs.
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HB.structure Definition LinearContinuous (K : numDomainType) (E : NbhsLmodule.type K)
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(F : NbhsZmodule.type) (s : K -> F -> F) :=
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{f of @GRing.Linear K E F s f & @Continuous E F f }.

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