Syllabus

Lecture 1 - Introduction

Lecture 2 - Schroedinger equation

Lecture 3 - Stationary states, Infinite square well

Lecture 4 - Harmonic oscillator, Free particle

Lecture 5 - Finite square well (bound states)

Lecture 6 - Finite square well (scattering states), S-matrix

Lecture 7 - General formalism of quantum mechanics

Lecture 8 - Uncertainty principle, x- and p-representations

Lecture 9 - Quantum mechanics in 3D, QW, QWi, QD, Hydrogen atom

Lecture 10 - Angular momentum, Spin

Lecture 11 - Electron spin in magnetic field, Addition of spins

Lecture 12 - Two-particle systems, Exchange correlations

Lecture 13 - Solids (free electron gas)

Lecture 14 - Quantum statistics

Lecture 15 - Perturbation theory, WKB approximation

Lecture 16 - Variational principle, Band structure

Lecture 17 - Tight-binging model (1D array and double-well)

Lecture 18 - Density matrix, Heisenberg and interaction pictures