Title of article :
An Lp-Lq-Version of Morgan's Theorem for the Generalized Bessel Transform
Author/Authors :
Loualid, EI. M Laboratory - Topology - Algebra - Geometry and discrete structures - Department of Mathematics and Informatics - Faculty of Sciences - Chock - University of Hassan II - Maarif - Casablanca, Morocco , Abouelaz, A Laboratory - Topology - Algebra - Geometry and discrete structures - Department of Mathematics and Informatics - Faculty of Sciences - Chock - University of Hassan II - Maarif - Casablanca, Morocco , Daherj, R Laboratory - Topology - Algebra - Geometry and discrete structures - Department of Mathematics and Informatics - Faculty of Sciences - Chock - University of Hassan II - Maarif - Casablanca, Morocco
Abstract :
Abstract.The aim of this paper is to prove new quantitative uncertainty principle for the
generalized Bessel transform FΔ connected with a generalized Bessel operator Δ on the half
line. More precisely we prove An Lp-Lq-version of Morgan's theorem for the generalized Bessel
transform.
Keywords :
Bessel transform , Generalized Bessel operator , Heisenberg inequality , Generalized Bessel transform , Morgan's theorem
Journal title :
Astroparticle Physics
