Norm attaining operators versus bilinear forms
ISSN: 0213-8743
Year of publication: 1997
Volume: 12
Issue: 2
Pages: 179-184
Type: Article
More publications in: Extracta mathematicae
Abstract
The well known Bishop-Phelps Theorem asserts that the set of norm attaining linear forms on a Banach space is dense in the dual space [3]. This note is an outline of recent results by Y. S. Choi [5] and C. Finet and the author [7], which clarify the relation between two different ways of extending this theorem.