1. Preliminary Ideas and Concepts
2. Theory of the Atom
3. Probability Concepts and Statistical Distribution Functions
4. Beginning of the Quantum Concepts
5. Wave Functions, State Vector Representation Postulates, and Heisenberg Principle
6. The Dirac Delta Function and Fourier Techniques and Wave Packets
7. Wave Mechanics
8. Operator—Formalism and Operators
9. Simple Harmonic Oscillator
10. Unitary Operators and Unitary Transformations
11. Symmetries, Invariance Principles and Conservation Laws
12. Dirac Representation of a State, Operators and Hilbert-Space
13. Spherical coordinates and the Hydrogen atom problem
14. Angular momentum
15. Dynamics of Quantum Systems
16. Time Independent Perturbation Theory
17. Time-Dependent Perturbation Theory
18. The Variation Method
19. The WKB Approximation Method
20. Scattering Theory
21. Relativistic Theory
22. Fields, Field Quantization and Second Quantization
23. The EPR Argument, Bell’s Inequality and Schrödinger’s Cat Problem
24. Quantum Computing
Appendices
 Index

• Student-friendly approach
• Solved examples and questions at the end of each chapter.
• Inclusion of topics such as Fields and Field quantization, the Einstein- Podolsky-Rosen
   Argument, Bell's Inequality and Schrödinger's Cat Problem, Qubits and
   Quantum computing.