Week 13: Solution of volterra integral equation of first kind with difference kernel by Laplace transform method
Solution of volterra integral equation of first kind with difference kernel by Laplace transform method
Page # 150
Download Files
Course Material
- Week 01: Introduction to integral equation and various types
- Week 02: Models (Human population,torsion of a wire)
- Week 03: Shape of an elastic thread,small deflection of rotating shaft)
- Week 04: Introduction to Laplace transform and inverse Laplace transform
- Week 05: Solution of all types of integral equations using Laplace transform method
- Week 06: Laplace transform method difference kernel
- Week 07: Laplace transform methods , Examples ,exercise
- Week 08: Differential equation with IVP reduced to integral equation(Examples,exercise)
- Week 09: Mid Terms
- Week 10: Differential equation with boundary condition reduced to integral equation(examples,exercise)
- Week 11: Solution of volterra integral equation using resolvent kernel
- Week 12: Derivations of methods, examples, exercise
- Week 13: Solution of volterra integral equation of first kind with difference kernel by Laplace transform method
- Week 14: Reduction to second kind and applying second kind method
- Week 15: Volterra Integral equations: Exercise and examples
- Week 16: Integero differential equation and their solutions
- Week 17: Degenerate kernel method, Examples and exercise
- Week 18: Final Terms
- Chapters 18
- Department Mathematics
- Teacher
Dr. Muhammad Faheem Khan
