Eigenvalues and Dichotomy Condition of Difference Operators

Fourth Order Difference equation with Unbounded Coefficients on a Hilbert Space


Academic Paper, 2018
6 Pages, Grade: A

Abstract or Introduction

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.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.

Details

Title
Eigenvalues and Dichotomy Condition of Difference Operators
Subtitle
Fourth Order Difference equation with Unbounded Coefficients on a Hilbert Space
Course
PURE MATHEMATICS
Grade
A
Author
Year
2018
Pages
6
Catalog Number
V496901
ISBN (eBook)
9783346017451
Language
English
Notes
This paper has been rated highly by my professors.It has been recomended for publication.
Tags
DEFFERENCE OPERATORS, DICHOTOMY CONDITION, FOURTH ORDER DIFFERENCE OPERATORS
Quote paper
Evans Mogoi (Author), 2018, Eigenvalues and Dichotomy Condition of Difference Operators, Munich, GRIN Verlag, https://www.grin.com/document/496901

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