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Prior To, Or in Parallel to Taking This Course, It Is Requested To Learn One of The Following Pairs of Courses# ( 104220 + 104215 ) Or ( 104228 + 104215 ) Or ( 104223 + 104221 ) Or ( 104122 + 104030 ). Eneralized Fourier Series and Sturm-liouville Problems, Self-adjoint And Non Self-adjoint Problems, Fredholm Alternative Theorem, Green Functions and Their Application. Bessel and Legendre Equations. Solutions of Pde Using Transformation Methods (laplace and Fourier). 1. Obtain Solvability Conditions For Non-homogeneous Odes With Boundary Conditions. 2. Obtain and Use Green's Functions For Odes and Pdes. 3. Solve Pdes Using Generalized Fourier Series Usind Special Functions And Familiarize With Their Properties. 4. Solve Odes and Pdes Using Integral Transforms, Using Special Functions.

Faculty: Mathematics
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Pre-required courses

(104013 - Differential and Integral Calculus 2t and 104035 - Ordinary Dif.equations and Calculus 2h) or (104013 - Differential and Integral Calculus 2t and 104136 - Ordinary Differential Equations M) or (104013 - Differential and Integral Calculus 2t and 104135 - Ordinary Differential Equations/t) or (104022 - Differential and Integral Calculus 2m and 104131 - Ordinary Differential Equations/h) or (104043 - Differential and Integral Calculus 2m1 and 104131 - Ordinary Differential Equations/h) or (104044 - Differential and Integral Calculus 2m2 and 104131 - Ordinary Differential Equations/h) or (104285 - Ordinary Differential Equations A and 104295 - Infinitesimal Calculus 3)