Characterization of Reflexive Subspaces of finite signed-measures
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I'm looking for a characterization of the reflexive subspaces of the space of finite measures on a measurable space $(Omega,mathcal{F})$. Maybe something, more informative than the unit ball is compact...
Does any one have a reference?
functional-analysis reference-request banach-spaces reflexive-space signed-measures
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add a comment |
$begingroup$
I'm looking for a characterization of the reflexive subspaces of the space of finite measures on a measurable space $(Omega,mathcal{F})$. Maybe something, more informative than the unit ball is compact...
Does any one have a reference?
functional-analysis reference-request banach-spaces reflexive-space signed-measures
$endgroup$
add a comment |
$begingroup$
I'm looking for a characterization of the reflexive subspaces of the space of finite measures on a measurable space $(Omega,mathcal{F})$. Maybe something, more informative than the unit ball is compact...
Does any one have a reference?
functional-analysis reference-request banach-spaces reflexive-space signed-measures
$endgroup$
I'm looking for a characterization of the reflexive subspaces of the space of finite measures on a measurable space $(Omega,mathcal{F})$. Maybe something, more informative than the unit ball is compact...
Does any one have a reference?
functional-analysis reference-request banach-spaces reflexive-space signed-measures
functional-analysis reference-request banach-spaces reflexive-space signed-measures
asked Jan 15 at 11:16
AIM_BLBAIM_BLB
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2,5662821
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