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• Week 1: Introduction to Integral Equation
• Week 2: Linear integral equations of the first kind,
• Week 3: Linear integral equations of the second kind.
• Week 4: Relationship between differential equation and Volterra integral equation.
• Week 5: Fredholm Integral equation of the second kind with separable Kernels.
• Week 6: Conversion to Volterra Integral Equation of 1st Kind
• Week 7: Laplace Transformation Method
• Week 8: Laplace Transform of 1st Kind
• Week 9: Mid Term Examination
• Week 10: The Adomian Decomposition Method for Volterra Integral Equation of second kind
• Week 11: The Noise Terms Phenomenon for Volterra Integral Equation of second kind
• Week 12: The Variational Iteration Method for Volterra Integral Equation of second kind
• Week 13: The Successive Approximations Method for Volterra Integral Equation of second kind
• Week 14: The Series Solution Method for Volterra Integral Equation of second kind
• Week 15: The Series Solution Method for Volterra Integral Equation of first kind
• Week 16: The Modified Decomposition Method for Volterra Integral Equation of second kind
• Week 17: The Method of Regularization
• Week 18: Final Term Examination