Quantum Mechanics with Applications

This course covers the principles of quantum mechanics, including applications of relevance to students in applied physics, materials science and engineering. Topics include the concept of Hilbert Spaces, Schrodinger and Heisenberg Representations, Bound State and scattering problems in one, two and three dimensions, consequences of symmetry, Angular momentum algebra, Approximation methods for stationary states, Many-body systems, Quantum statistics and applications in solid state and quantum optics. Time dependent Perturbation Theory and/or Second Quantization and Electromagnetic Field are covered if time permits.