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15
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Are not all neighborhoods of $0$ in a locally convex space absorbent?

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#analysis #functional-analysis #convex-analysis #locally-convex-spaces
124
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$x\in X$ LCS, $f\in X^\ast$ s.t. $f(x)=1$, $f|_Y=0$

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#functional-analysis #proof-verification #locally-convex-spaces
659
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Reference request: infinite-dimensional manifolds

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#reference-request #manifolds #smooth-manifolds #locally-convex-spaces #global-analysis
74
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The element presentation of convex hull of the union of compact sets

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#functional-analysis #locally-convex-spaces
524
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Approximate model of a convex/concave surface

Published on
#convex-analysis #3d #mathematical-modeling #locally-convex-spaces
262
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Find the intersection between two convex hulls, in this specific case

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#convex-analysis #computational-geometry #locally-convex-spaces #polytopes
33
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On the Space $C([a,b],X)$, where $X$ is LCS

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#locally-convex-spaces
553
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Half space representation of a convex polytope

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#linear-algebra #convex-analysis #locally-convex-spaces #polytopes
1k
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Characterize polytopes resulting from cutting a convex polytope by a hyperplane

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#convex-analysis #linear-programming #polytopes #locally-convex-spaces
189
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Show that continuous linear maps on the space of test functions take $C_K^\infty(\Omega)$ into some $C_{K_N}^\infty(\Omega)$

Published on
#distribution-theory #topological-vector-spaces #locally-convex-spaces
231
Views

Relation between the number of halfspaces and the number of vertices of a convex polytope

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#algebraic-geometry #convex-analysis #polytopes #locally-convex-spaces
1.4k
Views

Topology on compactly supported smooth functions

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#general-topology #functional-analysis #category-theory #topological-vector-spaces #locally-convex-spaces
280
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Dual of continuous functions in various topologies

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#functional-analysis #measure-theory #weak-convergence #topological-vector-spaces #locally-convex-spaces
110
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Where can I find the nowhere subdifferentiable example of rockafellar?

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#convex-analysis #examples-counterexamples #locally-convex-spaces
1.3k
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Prove that the set of extreme points of a compact convex set is not empty.

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#general-topology #convex-analysis #compactness #locally-convex-spaces

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