Zeros of Jacobi-Sobolev orthogonal polynomials following non-coherent pair of measures

AUTOR(ES)

Andrade, Eliana X.L. De, Bracciali, Cleonice F, Mello, Mirela V. De, Pérez, Teresa E

FONTE

Computational & Applied Mathematics

DATA DE PUBLICAÇÃO

2010

RESUMO

Zeros of orthogonal polynomials associated with two different Sobolev inner products involving the Jacobi measure are studied. In particular, each of these Sobolev inner products involves a pair of closely related Jacobi measures. The measures of the inner products considered are beyond the concept of coherent pairs of measures. Existence, real character, location and interlacing properties for the zeros of these Jacobi-Sobolev orthogonal polynomials are deduced. MATHEMATICAL SUBJECT CLASSIFICATION: 33C45, 33C47, 26C10.

Documentos Relacionados

• Transistor Avalanche Non-Coherent Pulse Generator
• MEASURES ORTHOGONAL TO POLYNOMIALS
• Comparative analysis of different doses of coherent light (laser) and non-coherent light (light-emitting diode) on cellular necrosis and apoptosis: a study in vitro
• Zeros of orthogonal polynomials on the real line
• Zeros of polynomials and properties polynomials in Banach spaces