1. Foundation of Quantum Mechanics; 2. Physical Applications of Schroedinge's Equation to one and three Dimensional Porblems; 3. Sperically Symmetric Systems; 4. Linear Vector spaces and Operators; 5. Matrix Formulation of Quantum Mechanics and Elementary Representation Theory; 6. Identical Particles and Spin; 7. Angular Momenta and Their Properties; 8. Time Independent Quantum Approximation Methods ; (Stationary perturbationj Theory, Variation Method and W.K.B. Method); 9. Time-Dependent Quantum Approximation Methods and Semi-Classical theory of Radiation; 10. Many Election Systems : Atoms and Molecules; 11. Quantum Theory of Scattering; 12. Relativistic Quantum Mechanics; 13. Quantisation of fields (second quantisation); 14. Interacting Fields and Feynman Diagrams; 15. Particle Physics (informative);