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convex hulls of convex sets plus a point

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#functional-analysis #convex-analysis #locally-convex-spaces
130
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Does $\mathsf{Man}$ possess countable products?

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#category-theory #manifolds #locally-convex-spaces
2k
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Convex hull of bounded set is bounded

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#functional-analysis #convex-analysis #topological-vector-spaces #locally-convex-spaces
100
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In the proof the proving duality of topological vector space

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#general-topology #functional-analysis #topological-vector-spaces #locally-convex-spaces
246
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About absolutely summing operators

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#functional-analysis #banach-spaces #locally-convex-spaces
814
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Topology of pointwise convergence - open sets

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#functional-analysis #convergence-divergence #topological-vector-spaces #locally-convex-spaces
59
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How to detect reflexivity of the closure

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#banach-spaces #normed-spaces #lebesgue-measure #locally-convex-spaces
769
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Extending continuous, densely-defined linear maps between locally convex spaces

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#functional-analysis #topological-vector-spaces #locally-convex-spaces
38
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$T: H^{-\infty}(R^n) \to H^\infty(R^n)$ continuous iff $T: H^{-r}(R^n) \to H^s(R^n)$ bounded for all $r,s>0$?

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#functional-analysis #operator-theory #sobolev-spaces #locally-convex-spaces
341
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When does a dense subspace destine the weak topology?

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#general-topology #functional-analysis #topological-vector-spaces #locally-convex-spaces
202
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On convex hulls and intersections of chains of compact sets

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#convex-analysis #topological-vector-spaces #locally-convex-spaces
48
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Minimization of regularized functional

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#convex-analysis #convex-optimization #calculus-of-variations #nonlinear-optimization #locally-convex-spaces
132
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The notation of weak-star topology on the second dual of a locally convex space

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#functional-analysis #weak-convergence #locally-convex-spaces
171
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Is this true? A strict monotonic function F satisfying Jensen equation with F(0)=0, only expresses dyadic rationals multiples?

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#functional-analysis #continuity #functional-equations #functional-inequalities #locally-convex-spaces
58
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What are weakest conditions on a vector space that allow defining dual (adjoint) operator?

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#functional-analysis #vector-spaces #hilbert-spaces #adjoint-operators #locally-convex-spaces

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