This course introduces the study of ordinary differential equations (ODEs) and their applications.
Emphasis on: linear dependence, the Wronskian, reduction of order, variation of parameters.
Series solutions: power series about ordinary and regular singular points; Frobenius method.
Special functions: Gamma and Beta functions, Bessel functions,
Legendre polynomials, hypergeometric functions.
Laplace transform: solving initial-value problems (IVPs) and applied modelling.
- Facilitator: PAUL OLUWAFEMI ADENIRAN
- Facilitator: OLAOLUWA AGBOOLA