- Introduction - historical context and the need for a new theory
- Operators - linear Hermitian operators, variables, measurability; coordinate representation
- Postulates of quantum mechanics, time dependent and stationary Schrödinger, equation of continuity
- operators corresponding to the selected physical variables and their properties, eigenfunctions and eigenvalues, mean value
- Free particle, wavepackets, the uncertainty relation
- Model applications of stationary Schrödinger equation - piece-wise constant potential, infinitely deep rectangular potential well
- Other applications: step potential, finite rectangular potential well, square barrier potentials - tunneling effect, periodic potential
- Approximations of selected real-life situations by rectangular potentials
- The harmonic oscillator in the coordinate representation and the Fock's representation
- Spherically symmetric field, angular momentum, algebraic theory of anglular momentum
- Hydrogen atom, spin
- Operators - linear Hermitian operators, variables, measurability; coordinate representation
- Postulates of quantum mechanics, time dependent and stationary Schrödinger, equation of continuity
- operators corresponding to the selected physical variables and their properties, eigenfunctions and eigenvalues, mean value
- Free particle, wavepackets, the uncertainty relation
- Model applications of stationary Schrödinger equation - piece-wise constant potential, infinitely deep rectangular potential well
- Other applications: step potential, finite rectangular potential well, square barrier potentials - tunneling effect, periodic potential
- Approximations of selected real-life situations by rectangular potentials
- The harmonic oscillator in the coordinate representation and the Fock's representation
- Spherically symmetric field, angular momentum, algebraic theory of anglular momentum
- Hydrogen atom, spin