49:54

Advanced Quantum Physics 02 - The non-relativistic limit of the Dirac equation

27:22

Advanced Quantum Physics 01 - Introduction to quantum physics and the Dirac equation

24:58

Quantenmechanik 23 - Dirac-Gleichung

45:04

Quantenmechanik 22 - Zeitentwicklungsoperator und Dyson-Reihe

01:17:36

Quantenmechanik 21 - Störungstheorie - Teil 2 Zeitabhängige Störungen

01:10:48

Quantenmechanik 20 - Störungstheorie

01:23:26

Quantenmechanik 19 - Elektromagnetische Wechselwirkung

01:26:42

Quantenmechanik 18 - N Teilchensysteme

01:25:56

Quantenmechanik 17 - Spin

01:12:24

Quantenmechanik 16 - Das Wasserstoffatom Teil 2

01:21:25

Quantenmechanik 15 - Das Wasserstoffatom

01:24:30

Quantenmechanik 14 - Drehimpulskopplung, Tensorproduktzustände und Clebsch-Gordan-Koeffizienten

01:27:15

Quantenmechanik 13 - Rotationssymmetrie und Drehimpulserhaltung

01:21:10

Quantenmechanik 12 - Symmetrien und Erhaltungssätze.

01:19:36

Quantenmechanik 11 - Beobachtungen, Verteilungsfunktionen, und Wahrscheinlichkeit.

01:22:20

Quantenmechanik 10 - Lineare Algebra - Hilbertraume und Operatoren

01:22:02

Quantenmechanik 9 - Lineare Algebra - Zustände und Hilbertraume

01:22:41

Quantenmechanik 8 - Der harmonische Oszillator

01:12:23

Quantenmechanik 7 - Wellendynamik für Beispielpotentiale

01:18:44

Quantenmechanik 6 - Die Heisenberg’sche Unschärferelation

01:25:36

Quantenmechanik 5 - Wellenpakete mit endlichem Impuls

01:19:13

Quantenmechanik 4 - Wellenmechanik

01:26:30

Quantenmechanik 3 - Die mathematische Eigenschaften der Schrödingergleichung

01:00:17

Quantenmechanik 2 - Die Schrödingergleichung und die Postulaten der Quantenmechanik

01:06:20

Quantenmechanik 1 - Die Grenzen der klassischen Physik

48:38

16.01 Dynamical Mean Field Theory

20:43

15.05 The solid from a local perspective - Ligand Field Theory - NiO and CuO compared to experiment

22:37

15.04 The solid from a local perspective - Ab initio Ligand Field Theory: the example of NiO

01:06:19

15.03 The solid from a local perspective - Ligand field theory

56:27

15.02 The solid from a local perspective - Crystal field theory

22:46

15.01 The solid from a local perspective

01:04:46

14.01 Local Coulomb Interaction - Atomic Multiplets

30:55

14.03 Local Coulomb Interaction - Effective Hopping Integrals

59:17

14.02 Local Coulomb Interaction - Spin Orbit Coupling and Magnetic Moments

01:11:00

13.02 Electron Correlations - The hydrogen molecule or Hubbard Dimer

26:35

13.01 Electron Correlations - Correlations, Fluctuations and Entanglement.

09:30

12.08 Response theory - Kramers Kronig relations

26:53

12.07 Response theory - Dissipation

13:16

12.06 Response theory - Relation between time and frequency domain

23:30

12.05 Response theory - General derivation in the time domain

17:05

12.04 Response theory - General derivation in the frequency domain

44:33

12.03 Response theory - Hydrogen atom in oscillating electric field

45:00

12.02 Response theory - Classical Harmonic Oscillator

16:27

12.01 Response theory

29:52

11.05 Phases of matter: Symmetry and Topology - Topological surface states

27:04

11.04 Phases of matter: Symmetry and Topology - Topological phases

41:07

11.03 Phases of matter: Symmetry and Topology - The irreducible representation as an order parameter

01:34:28

Symmetry and group theory

46:54

11.01 Phases of matter: Symmetry and Topology - Landau's theory of phase transitions

19:47

10.08 Relativistic effects - Spin orbit coupling one particle eigenstates

44:06

10.07 Relativistic effects - Overview: Relativistic effects in solids

10:59

10.06 Relativistic effects - Atomic spin orbit coupling constants

18:14

10.05 Relativistic effects - Spin orbit coupling in a spherical potential

29:24

10.04 Relativistic effects - The non relativistic limit

16:48

10.03 Relativistic effects - Free relativistic electron wave function

05:20

10.02 Relativistic effects - The Dirac equation with electromagnetic fields

20:29

10.01 Relativistic effects - The Dirac equation

22:40

09.6 Surface states - A cubic lattice with an s and p orbital per unit cell as basis.

13:56

09.5 Surface states - Bound surface states without a surface potential

33:03

09.4 Surface states - Surface potential and bound states