ON CONSTRUCTIONOF THE APPROXIMATE SOLUTIONS OF SOME INTEGRAL EQUATIONS
Mohamed Abd EI-Azeez El-Amin;
Abstract
In this thesis, we develop Dzyadyk's method for finding an approximate solution of Hammerstein integral equation, and Volterra-Hammerstein
integral equation with smooth nonlinear kernel
in the space L by using Chebyshev polynomials,
p
and some linear polynomial operators.
Numerical results are presented to illustrate the procedure for these problems.
integral equation with smooth nonlinear kernel
in the space L by using Chebyshev polynomials,
p
and some linear polynomial operators.
Numerical results are presented to illustrate the procedure for these problems.
Other data
| Title | ON CONSTRUCTIONOF THE APPROXIMATE SOLUTIONS OF SOME INTEGRAL EQUATIONS | Other Titles | عن تكوين الحلول التقريبية لبعض المعادلات التكاملية | Authors | Mohamed Abd EI-Azeez El-Amin | Keywords | .Approximate solution, Linear polynomial, Error estimation, Degenerate kernel, polynomial, Penalty partial Interpolation (PPQI) Technique. Chebyshev Quadratic | Issue Date | 1999 |
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