List questions from locally-convex-spaces

Published on 09 Jan 2018 - 16:20

669

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Uniqueness of the derivative in locally convex topological vector space

Published on 16 Jul 2011 - 12:12

459

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Strong topology vs Natural topology

Published on 05 Sep 2011 - 22:41

262

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Conceptual question about Locally Convex Spaces

Published on 28 Jan 2012 - 18:19

1.6k

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Constructing a countable family of seminorms in a metrizable LCS.

Published on 12 Feb 2012 - 17:22

3.1k

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The dual of a Fréchet space.

Published on 21 Feb 2012 - 16:02

2.5k

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Definition of locally convex topological vector space

Published on 26 Feb 2012 - 11:03

1.3k

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Definition of an extreme set?

Published on 12 Mar 2012 - 18:30

582

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If $L$ is normed and for every hyperplane $M \cap \operatorname{ball} L^$ weak-closed implies $M$ weak*-closed then $L$ is a Banach space

Published on 14 Mar 2012 - 18:11

188

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Help with understanding a proof from Brezis

Published on 17 Apr 2012 - 14:42

1.1k

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Is $[0,1]^\omega$ homeomorphic to $D^\omega$?

Published on 18 Apr 2012 - 13:21

1.8k

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Elementary applications of Krein-Milman

Published on 02 May 2012 - 5:07

661

Views

linear subspace of dual space

Published on 26 May 2012 - 4:11

499

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Equivalence of continuity of a functional on a locally convex space

Published on 03 Jul 2012 - 2:39

112

Views

Unbounded element in $R^\infty$

Published on 18 Jul 2012 - 20:51

List Question

Locally convex space with a *algebra structure

Uniqueness of the derivative in locally convex topological vector space

Strong topology vs Natural topology

Conceptual question about Locally Convex Spaces

Constructing a countable family of seminorms in a metrizable LCS.

The dual of a Fréchet space.

Definition of locally convex topological vector space

Definition of an extreme set?

If $L$ is normed and for every hyperplane $M \cap \operatorname{ball} L^$ weak-closed implies $M$ weak*-closed then $L$ is a Banach space

Help with understanding a proof from Brezis

Is $[0,1]^\omega$ homeomorphic to $D^\omega$?

Elementary applications of Krein-Milman

linear subspace of dual space

Equivalence of continuity of a functional on a locally convex space

Unbounded element in $R^\infty$

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