1. Preface ;
2. Introduction to finite difference method for pde ;
3. Wavelet analysis and applications ;
4. Discrete dynamical system: liapunov exponent, entropy and complexity ;
5. A tour on the theoretical aspects of spin coating technique ;
6. On regular to chaotic evolution of dynamical systems ;
7. Geometric evolution of curves and its application to integrable systems and pattern formations ;
8. Important quantum features and quantum information processing ;
9. Chaotic behavior in field theory models ;
10. Solitary wave solutions of class of nonlinear evolution equations ;
11. Numerical solution of singular integral equations ;
12. Solitary waves kdv equation: derivation from nonlinear shallow water wave theory ;
13. Numerical methods for differential equations ;
14. Finite-difference solution of convection-diffusion equation with application to incompressible navier-stokes equations ;
15. Wavelet analysis: an introduction ;
16. Boundary integral method in elastostatic crack and elastodynamic crack scattering problem ;
17. Two dimensional korteweg-de vries-burgers (kdvb) equation and kadomtsev-petviashvili equations: exact travelling wave solutions ;
18. Realization of chaos and fractals using mathematica ;
19. Quantum entanglement-fundamental aspects.