On a lipschitz stability problem for p-Laplacian Bessel equation | Zendy

GULSEN Tuba YILMAZ | Zendy

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On a lipschitz stability problem for p-Laplacian Bessel equation

Author(s) -

GULSEN Tuba YILMAZ

Publication year - 2017

Publication title -

communications faculty of science university of ankara series a1mathematics and statistics

Language(s) - English

Resource type - Journals

ISSN - 1303-5991

DOI - 10.1501/commua1_0000000816

Subject(s) - mathematics , lipschitz continuity , bessel function , equivalence (formal languages) , mathematical analysis , laplace operator , dirichlet problem , equivalence relation , inverse , pure mathematics , boundary value problem , geometry

In this study, we are enunciative of some asymptotic expansionsand reconstruction formulas for inverse nodal problem of p-Laplacian Besselequation.Dirichlet boundary conditions is solved. And, it is also proved that the spaceof all potential functions w is homeomorphic to the partition set of all asymptotically equivalent nodal sequences induced by an equivalence relation

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