This book Useful for Engineering Mathematics Students.

1. It has detailed theory supplemented with well explained examples

2. It has adequate number of unsolved problems of all types in exercises

3. It has working rules for solving problems before exercises

4. It has hints of tricky problems after relevant exercises

5. A large number of ‘notes’ and ‘remarks’ have been added for better understanding of the subject.

1. Series Solution of Differential Equations

2. Legendre Equation

3. Bessel Equation

4. Hypergeometric Equation

5. Sturm-Liouville Problems

6. Partial Differential Equations

7. Partial Differential Equations of the First Order (Equations Linear in p and q)

8. Partial Differential Equations of the First Order (Equations Non-linear in p and q)

9. Homogeneous Linear Partial Differential Equations with Constant Coefficients

10. Non-homogeneous Linear Partial Differential Equations with Constant Coefficients

11. Partial Differential Equations Reducible to Equations with Constant Coefficients

12. Monge’s Methods

13. Laplace Transforms

14. Inverse Laplace Transforms

15. Solution of Integral Equations Using Laplace Transformation

16. Solution of Systems of Differential Equations Using the Laplace Transformation

17. Fourier Transforms

18. Solution of Differential Equations Using Fourier Transforms