Abstract
We consider the space {\bf $L_\Omega ^p\left( R^n\right) ,$ }$1\leq p < +\infty ,$ where $\Omega $ is a family of weights. We give a necessary and sufficient condition, on $\Omega ,$ for {\bf $L_\Omega ^p\left( R^n\right) $ } to be locally m-convex algebra. Fundamental properties of this algebra are also obtained.
Citation
A. Benazzouz. A. El Kinani. "Structure m-convexe dans l'espace à poids $L_\Omega ^p\left( R^n\right) $." Bull. Belg. Math. Soc. Simon Stevin 10 (1) 49 - 57, January 2003. https://doi.org/10.36045/bbms/1047309412
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