Re: analysis question
- From: israel@xxxxxxxxxxx (Robert Israel)
- Date: 21 Apr 2005 22:50:38 GMT
In article <1114118136.682884.139100@xxxxxxxxxxxxxxxxxxxxxxxxxxxx>,
Pouya D. Tafti <p.d.tafti@xxxxxxxx> wrote:
>Hi, I am studying multiresolution approximation and have the following
>question: Suppose X is a Banach space with dual X', and that L is a
>subset of X'. What are the conditions on X, X', L s.t. having l(x) for
>all l\in L identifies exactly one x\in X? Any pointers to where
>similar material is generally covered would also be of great help.
>Thanks, -- Pouya
I believe the condition you want is that the linear span of L is weak-*
dense in X'.
Robert Israel israel@xxxxxxxxxxx
Department of Mathematics http://www.math.ubc.ca/~israel
University of British Columbia Vancouver, BC, Canada
.
- Follow-Ups:
- Re: analysis question
- From: Pouya D. Tafti
- Re: analysis question
- References:
- analysis question
- From: Pouya D. Tafti
- analysis question
- Prev by Date: Re: determinant optimization problem (is permutation the best?)
- Next by Date: Re: integrate 1/x prove
- Previous by thread: analysis question
- Next by thread: Re: analysis question
- Index(es):
Relevant Pages
|