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Goldstine theorem
The Uniform Boundedness Theorem in Asymmetric Normed Spaces
Notes on Linear Functional Analysis by M.A Sofi
Eberlein-Šmulian Theorem and Some of Its Applications
Norm Attaining Functionals on C(T)
A Dual Differentiation Space Without an Equivalent Locally Uniformly Rotund Norm
The Krein-Smulian Theorem
MATHEMATICAL TRIPOS Part III PAPER 106 FUNCTIONAL ANALYSIS
A NOTE on NORM ATTAINING FUNCTIONALS 1. Notation And
JAMES' WEAK COMPACTNESS THEOREM Robert C. James (1918
MATH 518—Functional Analysis (Winter 2021)
The Grothendieck Property of Weak L Spaces and Marcinkiewicz Spaces
Topology Proceedings
Linear Functional Analysis
Functional Analysis in Asymmetric Normed Spaces
Arxiv:1705.06406V1 [Math.FA] 18 May 2017 H Edo Elnmes H E Ocp,Wihrn Throughou Runs Which Concept, Spaces Key Vector the All Numbers
Weak* Continuous States on Banach Algebras
Open Problem, 337–340, Lecture Notes in Pure and Appl
Topological Characterization of Weakly Compact Operators Revisited †
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Topics for the Exam
After the Bishop–Phelps Theorem “Give Me a Support Point and I’Ll Move the World” (Archimedes)
An Elementary Proof of James' Characterisation of Weak
Adjoint of Sublinear Operators 1 Introduction
Operator Algebras with Unique Preduals 3
Topological Vector Spaces
Reading Guide for a Short Course on Banach Space Theory by N.L
On the Duality of Operator Spaces
The Second Conjugate Space of a Banach Algebra As an Algebra
Basic Concepts
Combinatorics in Banach Space Theory PROBLEMS (Part 1)∗
SEQUENTIAL PROPERTIES of the WEAK TOPOLOGY in a BANACH SPACE. 1. Four Types of Compactness and Some Notation Let a Be a Subset O
A Theory of Numerical Range for Nonlinear Operators Let H Be a Hilbert Space Over the Field K
Traces, Ultrapowers and the Pedersen-Petersen C*-Algebras 3
On Conditional Weak-Star Compactness
SMA 5878 Functional Analysis II
A Short Course on Banach Space Theory
Combinatorics in Banach Space Theory Lecture 4