Date | Teacher | Place | Topic | Lecture notes / comments |
30.11.2004 | ? | ? | Electromagnetic fields and geometry? | Final lecture this semester? |
25.11.2004 | ? | ? | Adiabatic evolution and Berry's phase? | ? |
23.11.2004 | ? | ? | No lecture? | Home study: Quantum mechanics and geometry - geometry of the sphere and connection of the Bloch sphere.? |
18.11.2004 | ? | ? | Geometry of quantum states. Example: the Bloch sphere? | ? |
16.11.2004 | ? | ? | Quantum mechanics and geometry: Geometry of real space, flat and curved? | ? |
11.11.2004 | ? | ? | Stimulated emission and the principle of lasers? | ? |
09.11.2004 | ? | ? | Life time and line width? | ? |
04.11.2004 | ? | ? | Photon emission to first order? | ? |
02.11.2004 | ? | ? | Photon emission and absorption? | ? |
28.10.2004 | ? | ? | Coherent and incoherent photon states? | ? |
26.10.2004 | ? | ? | Quantizing the electromagnetic field? | ? |
22.10.2004 | ? | ? | ? | Deadline for submitting solutions of the midterm exam. ? |
21.10.2004 | ? | ? | No lecture due to the midterm exam.? | ? |
19.10.2004 | ? | ? | No lecture due to the midterm exam.? | ? |
15.10.2004 | ? | ? | ? | Problem set available for the Midterm exam? |
14.10.2004 | ? | ? | Quantum theory for the electromagnetic field? | ? |
12.10.2004 | ? | ? | Lagrange-Hamilton formulation of Maxwell theory? | Solutions to Problem set 3? |
07.10.2004 | ? | ? | The quantum theory of light. Summary of classical electromagnetism.? | ? |
05.10.2004 | ? | ? | Quantum computation? | Problem set 3? |
30.09.2004 | ? | ? | Communication with qubits. Principles for a quantum computer. ? | ? |
28.09.2004 | ? | ? | Interactionfree measurements. Qubits and quantum information.? | For home study: Bell inequalities in an experimental set up (Lecture notes Sect. 2.3.2)Solutions to Problem set 2? |
23.09.2004 | ? | ? | Bell inequalities? | ? |
21.09.2004 | ? | ? | Physical reality and the EPR paradox.? | Problem set 2? |
16.09.2004 | ? | ? | Correlations and entanglement? | ? |
14.09.2004 | ? | ? | Quantum mechanics and probability: Pure and mixed quantum states? | Solutions to Problem set 1? |
09.09.2004 | ? | ? | The supersymmetric oscillator? | ? |
07.09.2004 | ? | ? | The coherent state representation.? | Problem set 1? |
02.09.2004 | ? | ? | Harmonic oscillator: Coherent states? | ? |
31.08.2004 | ? | ? | Path integrals: semiclassical approximation. Two-level system.? | As home work for this week: Study spin dynamics, Sects. 1.1.4 and 1.3.2? |
26.08.2004 | ? | ? | Path integrals (continued).? | ? |
24.08.2004 | ? | ? | Quantum dynamics. Path integral formulation? | ? |
19.08.2004 | Jon Magne Leinaas? | 467?? | Unitarily equivalent representations. ? | ? |
17.08.2004 | Jon Magne Leinaas? | 467?? | Introduction. The postulates of quantum mechanics.? | ? |
Teaching plan
Published Aug. 17, 2004 1:07 PM
- Last modified Nov. 28, 2004 8:47 PM