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What is Spectral Methods for Integral Equations about?

This thesis studies the convergence and stability of spectral methods and their application to solve integral equations. A rational Legendre collocation method is proposed to solve quadratic Urysohn and Hammerstein integral equations in the half line. Numerical examples are presented to demonstrate the effectiveness and stability of the proposed method. The thesis is dedicated to the author

Author

Radjai Abir

Language

EN