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theories/hahn_banach_theorem.v

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@@ -396,7 +396,8 @@ HB.structure Definition SubConvextvsType (R : numDomainType) (V : lmodType R) (S
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Section HBGeom.
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(*TODO : define on convextvstype once lemmas as continuous_linear_bounded are
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lowered to convextvs *)
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Variable (R : realType) (V : normedModType R) (F : pred V)
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(F' : subLmodType F) (f : {linear F' -> R}).
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@@ -447,3 +448,5 @@ pose Hg := isLinearContinuous.Build _ _ _ _ g ling contg.
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pose g': {linear_continuous V -> R | *%R} := HB.pack (g : V -> R) Hg.
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by exists g'.
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Qed.
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End HBGeom.

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