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Reflexive space
On Quasi Norm Attaining Operators Between Banach Spaces
Quantitative Hahn-Banach Theorems and Isometric Extensions for Wavelet and Other Banach Spaces
Proximal Analysis and Boundaries of Closed Sets in Banach Space, Part I: Theory
Almost Transitive and Maximal Norms in Banach Spaces
FUNCTIONAL ANALYSIS 1. Banach and Hilbert Spaces in What
Four Proofs of Cocompacness for Sobolev Embeddings 3
Functional Analysis and Parabolic Equations
Embedding Banach Spaces
AN EXAMPLE of INFINITE DIMENSIONAL REFLEXIVE SPACE NON-ISOMORPHIC to ITS CARTESIAN SQUARE I^Y
Reflexive Space and Relation Between Norm and Inner Product 321601218
REFLEXIVE BANACH SPACES NOT ISOMORPHIC to UNIFORMLY CONVEX SPACES1 Clarkson3 Introduced the Notion of Uniform Convexity of A
Functional Analysis
Super-Reflexive Banach Spaces A^Ini
James' Space: a (Counter-)Example in Banach Spaces
Pivot Duality of Universal Interpolation and Extrapolation Spaces
Functional Analysis TABLE of CONTENTS
Quasi-Reflexive Spaces1 Paul Civin and Bertram Yood 1
Functional Analysis—Banach Spaces
Top View
View This Volume's Front and Back Matter
Funktionalanalysis
FUNCTIONAL ANALYSIS Throughout This Note, All Spaces X, Y, .. Are
ON SEMI-BARRELLED SPACES Henri Bourlès
Projective and Injective Limits of Weakly Compact Sequences of Locally Convex Spaces by Hikosaburo KOMATSU
Functional Analysis on Two-Dimensional Local Fields
1. Introduction Let X Be a Non-Reflexive Real Banach Space. We Always Consider X As Canonically Embedded in Its Bidual X . We Re
Multi-Dimensional Volumes, Super-Reflexivity and Normal Structure in Banach Spaces
Some Linear Topological Properties of the Hardy Spaces Hp Compositio Mathematica, Tome 33, No 3 (1976), P
Topological Vector Spaces
Finitely Nonreflexive Banach Spaces
Functional Analysis: Notes and Problems
On the James Space J(X ) for a Banach Space
On Quasi Norm Attaining Operators Between Banach Spaces
Lecture Notes Functional Analysis WS 2012/2013
Arxiv:1911.00433V1 [Math.FA]
Reflexive Spaces of Smooth Functions: a Logical Account of Linear Partial
Convexity and the Euclidean Metric of Space-Time
Weakly Compact Operators and the Strong* Topology for a Banach Space
Maximal Symmetric Norms on Banach Spaces
Existence of Nearest Points in Banach Spaces
Duality and Twisted Sums of Banach Spaces1
On the Continuous Linear Image of a Banach Space
Three-Space Stability of Various Reflexivities in Locally Convex Spaces
LECTURES on FUNCTIONAL ANALYSIS Contents 1. Elements Of
On Some Open Questions Concerning Strictly Singular Operators1-2
A Universal Reflexive Space for the Class of Uniformly Convex Banach Spaces
Weak Topologies
Recent Developments in the Theory of Locally Convex Vector Spaces J
Several Reflexivities in Topological Vector Spaces
Convexity and the Euclidean Metric of Space-Time