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Extreme point

  • Locally Solid Riesz Spaces with Applications to Economics / Charalambos D

    Locally Solid Riesz Spaces with Applications to Economics / Charalambos D

  • Approximation Boundedness Surjectivity

    Approximation Boundedness Surjectivity

  • A Note on Bi-Contractive Projections on Spaces of Vector Valued Continuous

    A Note on Bi-Contractive Projections on Spaces of Vector Valued Continuous

  • Dentability and Extreme Points in Banach Spaces*

    Dentability and Extreme Points in Banach Spaces*

  • Extreme Points of Vector Functions

    Extreme Points of Vector Functions

  • Arxiv:1705.02625V1 [Math.FA] 7 May 2017 in H Ugra Ainlsinicfn Ne Rn DFNI-I02/10

    Arxiv:1705.02625V1 [Math.FA] 7 May 2017 in H Ugra Ainlsinicfn Ne Rn DFNI-I02/10

  • On Weak*-Extreme Points in Banach Spaces

    On Weak*-Extreme Points in Banach Spaces

  • Absolutely Chebyshev Subspaces

    Absolutely Chebyshev Subspaces

  • Non-Linear Inner Structure of Topological Vector Spaces

    Non-Linear Inner Structure of Topological Vector Spaces

  • Extreme Points in Compact Convex Sets in Asymmetric Normed Spaces

    Extreme Points in Compact Convex Sets in Asymmetric Normed Spaces

  • Operator Systems and C∗-Extreme Points

    Operator Systems and C∗-Extreme Points

  • On Strongly Extreme Points

    On Strongly Extreme Points

  • Arxiv:1808.01881V2 [Math.FA] 18 Jan 2019 Pc Sapltp.Mtvtdb Hsosrain Efrhrexp Further We Observation, This O by Contractions Motivated Extreme Unit the Polytope

    Arxiv:1808.01881V2 [Math.FA] 18 Jan 2019 Pc Sapltp.Mtvtdb Hsosrain Efrhrexp Further We Observation, This O by Contractions Motivated Extreme Unit the Polytope

  • Extreme Points in Spaces of Completely Positive Maps

    Extreme Points in Spaces of Completely Positive Maps

  • An Analogue of the Radon-Nikodym Property for Non-Locally Convex Quasi-Banach Spaces

    An Analogue of the Radon-Nikodym Property for Non-Locally Convex Quasi-Banach Spaces

  • Extreme Points and the Krein–Milman Theorem

    Extreme Points and the Krein–Milman Theorem

  • Math 5052 Measure Theory and Functional Analysis II Homework Assignment 7

    Math 5052 Measure Theory and Functional Analysis II Homework Assignment 7

  • Extreme Points and Geometric Aspects of Compact Convex Sets In

    Extreme Points and Geometric Aspects of Compact Convex Sets In

Top View
  • Topological Vector Spaces and Continuous Linear Functionals
  • On the Extremal Structure of the Unit Balls of Banach Spaces of Weakly Continuous Functions and Their Duals
  • Positive Linear Functionals on BP*-Algebras Mohammed El Azhari
  • 1. Topological Vector Spaces
  • C*-Extreme Points of the Generalized State Space of a Commutative C*-Algebra
  • Extreme Operators on Choquet Simplexes
  • Extreme Points of Certain Banach Spaces Related to Conditional Expectations
  • Positive Linear Functionals on BP*-Algebras
  • The Strict Topology and Compactness in the Space of Measures
  • Complex Convexity in Lebesgue-Bochner Function Spaces
  • A Convexity Primer
  • Complex Strongly Extreme Points in Quasi-Normed Spaces*
  • Hölder Seminorm Preserving Linear Bijections and Isometries
  • Weak∗Mextreme Points of Injective Tensor Product Spaces
  • Characterizations of Denting Points Bor-Luh Lin, Pei-Kee Lin1 and S
  • Majorization and Extreme Points: Economic Applications
  • Krein-Milman Theorem and Its Applications
  • Linear Topological Spaces


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