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Dual norm

  • The Nonstandard Theory of Topological Vector Spaces

    The Nonstandard Theory of Topological Vector Spaces

  • BS II: Elementary Banach Space Theory

    BS II: Elementary Banach Space Theory

  • Dual-Norm Least-Squares Finite Element Methods for Hyperbolic Problems

    Dual-Norm Least-Squares Finite Element Methods for Hyperbolic Problems

  • On the Duality of Strong Convexity and Strong Smoothness: Learning Applications and Matrix Regularization

    On the Duality of Strong Convexity and Strong Smoothness: Learning Applications and Matrix Regularization

  • An Introduction to Some Aspects of Functional Analysis, 7: Convergence of Operators

    An Introduction to Some Aspects of Functional Analysis, 7: Convergence of Operators

  • November 7, 2013 1 Introduction

    November 7, 2013 1 Introduction

  • Grothendieck's Theorem, Past and Present

    Grothendieck's Theorem, Past and Present

  • On a New Method for Defining the Norm of Fourier-Stieltjes Algebras

    On a New Method for Defining the Norm of Fourier-Stieltjes Algebras

  • Math 554 Linear Analysis Autumn 2006 Lecture Notes

    Math 554 Linear Analysis Autumn 2006 Lecture Notes

  • The Prox Map

    The Prox Map

  • Low-Rank Inducing Norms with Optimality Interpretations

    Low-Rank Inducing Norms with Optimality Interpretations

  • On Group Representations Whose C* Algebra Is an Ideal in Its Von

    On Group Representations Whose C* Algebra Is an Ideal in Its Von

  • On the Tensor Spectral P-Norm and Its Dual Norm Via Partitions

    On the Tensor Spectral P-Norm and Its Dual Norm Via Partitions

  • Using Dual Techniques to Derive Componentwise and Mixed Condition Numbers for a Linear Function of a Linear Least Squares Solution

    Using Dual Techniques to Derive Componentwise and Mixed Condition Numbers for a Linear Function of a Linear Least Squares Solution

  • 1 Banach Vs. Hilbert Spaces

    1 Banach Vs. Hilbert Spaces

  • Norm-Attaining Operators

    Norm-Attaining Operators

  • An Introduction to Some Aspects of Functional Analysis, 4: Dual Spaces and Linear Mappings

    An Introduction to Some Aspects of Functional Analysis, 4: Dual Spaces and Linear Mappings

  • On Banach Spaces of Vector-Valued Random Variables and Their Duals

    On Banach Spaces of Vector-Valued Random Variables and Their Duals

Top View
  • A Convexity Primer
  • Complexifications of Real Banach Spaces and Their Isometries
  • Notes on Vector and Matrix Norms
  • Weak and Weak Convergence
  • RENORMING of C(K) SPACES 1. Introduction We Will Find Classes Of
  • An Offline/Online Procedure for Dual Norm Calculations of Parameterized
  • Descriptive Compact Spaces and Renorming Studia Math
  • Light Groups of Isomorphisms of Banach Spaces and Invariant LUR Renormings Leandro Antunes, Valentin Ferenczi, Sophie Grivaux, Christian Rosendal
  • What Are Operator Spaces?
  • Dual Renormings of Banach Spaces
  • Bounded Linear Operators
  • Isometries of a Generalized Numerical Radius on Compact Operators
  • Tensor Products of C∗-Algebras, Operator Spaces and Hilbert C∗-Modules∗
  • Krein-Smulian Theorem Concerns the Trans- Pose
  • Alur Dual Renormings of Banach Spaces
  • 1 Inner Products and Norms
  • BOUNDED TIGHTNESS for WEAK TOPOLOGIES the Following Exercise
  • On Isometry Groups and Maximal Symmetry


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