Credits: 3 (3-0-0)
Description
Expansion in Eigen functions, Fourier series and Fourier Integral, orthogonal expansion, mean square approximation, completeness, orthogonal polynomials and their properties.
Integral transform and their applications.
Linear function, general variation of a functional, direct variation methods for solution of boundary value problems.
Integral equations of voltera and Fredhlom type, seperable and symmetric kernels, Hilbert-Schmidth theory, Singular integral equations, approximation methods of solving integral equations.