On reflexivity of the Bochner space $L^{p}(\mu, E)$ for arbitrary $\mu$

Authors

BAHAETTİN CENGİZ
BANU GÜNTÜRK

Abstract

Let $(\Omega ,\mathcal{A},\mu )$ be a finite positive measure space, $E$ a Banach space, and $1

DOI

10.3906/mat-1612-45

Keywords

Bochner space, perfect measure, hyperstonean space

First Page

1536

Last Page

1541

Recommended Citation

CENGİZ, B, & GÜNTÜRK, B (2018). On reflexivity of the Bochner space $L^{p}(\mu, E)$ for arbitrary $\mu$. Turkish Journal of Mathematics 42 (3): 1536-1541. https://doi.org/10.3906/mat-1612-45