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Deficiency Indices, Spectrum,Eigenvalues and Dichotomy Condition of Difference Operators


Ensayo, 2019

9 Páginas


Resumen o Introducción

Difference equations have been studied for many years. Actually, Sturm-Lioville equations and their discrete counterparts, Jacobi matrices are analyzed using similar and related methods. However much is needed to be done in terms of spectral theory in the discrete setting. Therefore, the objective of the study is to compute the deficiency indices, approximate the eigenvalues and establish the dichotomy condition of a Fourth Order Difference equation with Unbounded Coefficients on a Hilbert Space.

Detalles

Título
Deficiency Indices, Spectrum,Eigenvalues and Dichotomy Condition of Difference Operators
Autor
Año
2019
Páginas
9
No. de catálogo
V495944
ISBN (Ebook)
9783668989160
ISBN (Libro)
9783668989177
Idioma
Alemán
Palabras clave
deficiency indices, dicotomy condition, difference operators, spectrum, eigenvalues, asymptotic
Citar trabajo
MSC (Pure mathematics) Evans Mogoi (Autor), 2019, Deficiency Indices, Spectrum,Eigenvalues and Dichotomy Condition of Difference Operators, Múnich, GRIN Verlag, https://www.grin.com/document/495944

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Título: Deficiency Indices, Spectrum,Eigenvalues and Dichotomy Condition of Difference Operators


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