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Lipschitz and Besov spaces in quantum calculus
Journal article   Peer reviewed

Lipschitz and Besov spaces in quantum calculus

Akram Nemri and Belgacem Selmi
Infinite dimensional analysis, quantum probability, and related topics, Vol.19(3), p.1650021
01/09/2016

Abstract

Mathematics Mathematics, Applied Physical Sciences Physics Physics, Mathematical Quantum Science & Technology Science & Technology Statistics & Probability
The purpose of this paper is to investigate the harmonic analysis on the time scale T-q, q is an element of (0, 1) to introduce q-weighted Besov spaces subspaces of L-p(T-q) generalizing the classical one. Further, using an example of q-weighted w(alpha,beta)(.; q) which is introduced and studied. We give a new characterization of the q-Besov space using q-Poisson kernel and the g(1) Littlewood-Paley operator.

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