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seen Mar 27 '13 at 18:38

Jan
17
awarded  Revival
Dec
3
comment Closure of interior and interior of closure in a topological vector space
Holmes, Richard B. Geometric functional analysis and its applications. Graduate Texts in Mathematics, No. 24. Springer-Verlag, New York-Heidelberg, 1975. x+246 pp.
Dec
3
answered Closure of interior and interior of closure in a topological vector space
Nov
16
comment Non-barreled topology compatible with the duality
Thank you for the new argument.
Nov
15
answered Non-barreled topology compatible with the duality
Nov
14
revised Non-barreled topology compatible with the duality
added 11 characters in body
Nov
14
asked Non-barreled topology compatible with the duality
Nov
12
awarded  Teacher
Oct
26
revised The converse of James's Theorem
deleted 9 characters in body
Oct
26
asked The converse of James's Theorem
Oct
16
revised Locally convex space characterization in terms of duality
deleted 349 characters in body
Oct
11
revised Locally convex space characterization in terms of duality
added 231 characters in body
Oct
6
answered Find Volume of a Wineglass - a Slice
Oct
6
answered $X^*$ with its weak*-topology is of the first category in itself
Oct
4
revised Locally convex space characterization in terms of duality
added 15 characters in body
Oct
4
awarded  Editor
Oct
4
revised Locally convex space characterization in terms of duality
added 15 characters in body
Oct
3
awarded  Student
Oct
3
asked Locally convex space characterization in terms of duality