A system of nonlinear difference equations for recurrence relation coefficients of a modified Jacobi weight

doi:10.1090/conm/782/15724

Residential College	false
Status	已發表Published
	A system of nonlinear difference equations for recurrence relation coefficients of a modified Jacobi weight
	Chen,Yang 1; Filipuk,Galina 2; Das Neves Rebocho,Maria 3
	2023
Conference Name	Virtual Conference on Formal and Analytic Solutions of Diff. Equations on the Internet, 2021
Source Publication	Contemporary Mathematics
Volume	782
Pages	111-118
Conference Date	28 June 2021through 2 July 2021
Conference Place	Virtual, Online
Publisher	American Mathematical Society
Abstract	In this paper we study one modification of the Jacobi weight. We show that the coefficients in the three term recurrence relation for polynomials orthogonal with respect to this weight satisfy a complicated system of nonlinear difference equations.
DOI	10.1090/conm/782/15724
URL	View the original
Language	英語English
Scopus ID	2-s2.0-85161323286
Fulltext Access	View Full-Text via DOI View Full-Text via Scopus
Citation statistics
Document Type	Conference paper
Collection	University of Macau
Affiliation	1.Faculty of Science and Technology,Department of Mathematics,University of Macau,Taipa,Av. Padre Tomás Pereiro,Macao 2.Institute of Mathematics,University of Warsaw,Warsaw,Banacha 2,02-097,Poland 3.Departamento de Matemática and CMA-UBI,Universidade da Beira Interior,Covilhã,Rua Marquês d’ Ávila e Bolama,6201-001,Portugal
First Author Affilication	Faculty of Science and Technology
Recommended Citation GB/T 7714	Chen,Yang,Filipuk,Galina,Das Neves Rebocho,Maria. A system of nonlinear difference equations for recurrence relation coefficients of a modified Jacobi weight[C]:American Mathematical Society, 2023, 111-118.
APA	Chen,Yang., Filipuk,Galina., & Das Neves Rebocho,Maria (2023). A system of nonlinear difference equations for recurrence relation coefficients of a modified Jacobi weight. Contemporary Mathematics, 782, 111-118.

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