Compactness arguments for spaces of -integrable functions with respect to a vector measure and factorization of operators through Lebesgue-Bochner spaces
EAS Pérez - Illinois Journal of Mathematics, 2001 - projecteuclid.org
If $\lambda $ is a vector measure with values in a Banach space and $ p> 1$, we consider
the space of real functions $ L_p (\lambda) $ that are $ p $-integrable with respect to …
the space of real functions $ L_p (\lambda) $ that are $ p $-integrable with respect to …
Compactness arguments for spaces of -integrable functions with respect to a vector measure and factorization of operators through Lebesgue-Bochner spaces
EA Sánchez Pérez - Illinois J. Math., 2001 - dml.mathdoc.fr
If $\lambda $ is a vector measure with values in a Banach space and $ p> 1$, we consider
the space of real functions $ L_p (\lambda) $ that are $ p $-integrable with respect to …
the space of real functions $ L_p (\lambda) $ that are $ p $-integrable with respect to …
COMPACTNESS ARGUMENTS FOR SPACES OF p-INTEGRABLE FUNCTIONS WITH RESPECT TO A VECTOR MEASURE AND FACTORIZATION OF OPERATORS …
EAS PÉREZ - Illinois Journal of Mathematics, 2001 - projecteuclid.org
If λ is a vector measure with values in a Banach space and p> 1, we consider the space of
real functions Lp (λ) that are pintegrable with respect to λ. We define two different vector …
real functions Lp (λ) that are pintegrable with respect to λ. We define two different vector …