Construction of Green’s Functions when the Boundary Value Problem Contains a Parameter
DOI:
https://doi.org/10.59287/as-proceedings.403Keywords:
Green’s Function, Boundary Value Problems, Discontinuity, Parameter, EigenvalueAbstract
This article provides a general framework for various differential operators and boundary value problems, focusing on establishing parameter-containing Green’s functions. The study investigates how Green's functions varying within a parameter λ contribute to the solution of integral equations. The focus of the study is on how parameterized Green's functions can be derived using analytical and numerical methods and how these functions can be related to specific differential equations.
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Published
2023-12-02
How to Cite
Tuz, M. (2023). Construction of Green’s Functions when the Boundary Value Problem Contains a Parameter. AS-Proceedings, 1(4), 559–563. https://doi.org/10.59287/as-proceedings.403
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Conference Papers