Artículo
Uniform convergence of basic Fourier-Bessel series on a q-linear grid
Autor/es | Abreu, Luis Daniel
Álvarez Nodarse, Renato Santos Cardoso, José Luis dos |
Departamento | Universidad de Sevilla. Departamento de Análisis Matemático |
Fecha de publicación | 2018-09 |
Fecha de depósito | 2018-11-08 |
Publicado en |
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Resumen | We study Fourier-Bessel series on a q-linear grid, defined as expansions in complete q-orthogonal systems constructed with the third Jackson q-Bessel function, and obtain sufficient conditions for uniform convergence. The ... We study Fourier-Bessel series on a q-linear grid, defined as expansions in complete q-orthogonal systems constructed with the third Jackson q-Bessel function, and obtain sufficient conditions for uniform convergence. The convergence results are illustrated with specific examples of expansions in q-Fourier-Bessel series. |
Identificador del proyecto | Y 551-N13
P 31225 MTM2015-65888-C4-1-P FQM-262 FQM-7276 UID-MAT-00013/2013 |
Cita | Abreu, L.D., Álvarez Nodarse, R. y Dos Santos Cardoso, J.L. (2018). Uniform convergence of basic Fourier-Bessel series on a q-linear grid. The Ramanujan Journal, 1-29. |
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