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Mathematics Semester V - Application Oriented Subject I - Special Functions I | Ask a question Print this page |
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UNIVERSITY OF MADRAS
B.Sc. DEGREE COURSE IN MATHEMATICS
SEMESTER SYSTEM WITH CREDITS
(Effective from the Academic Year 2003-2004)
SYLLABUS
Semester V - Application Oriented Subject I - Special Functions I
Simultaneous linear differential equation - Particular solution of variation of parameter - Numerical methods for solving ordinary differential equations-Use of Taylor series- Adams method - Runge-Kutta method-Picards method- Extrapolation with differences.
Series solution of differential equations- Properties of power series-Singular points of linear second order differential equation- The method of Frobenius -Bessel Functions-Properties of Bessel Functions-Differential Equation satisfied by Bessel Functions-Legender Functions.
Book for Study:
Advanced Calculus of ApplicationBook for REFERENCE:
1. Differential Equations and Calculus of Variations - L.Els golts
2. Differential Equations - Diwan and Agashe
3. Numerical Analysis - Sear borough
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