Quantum Information Theory 2022
PD Dr. Rochus Klesse
Topics:
- gates and circuits
- algorithms (Grover, Simon, Shor)
- quantum complexity
- entanglement
- quantum cryptography
- quantum noise
- quantum error correction
- fault tolerant quantum computation
- quantum Shannon theory
Lectures:
- time: Tue, Wed, 12 am - 1:30 pm
- location: lecture hall III
- first lecture: April 5
Problem classes:
Notes and recordings:
1. QM: postulates (pdf)
(mp4)
2. Ensemble, mixture, density operator, joint system, partial
trace, reduced density operator (pdf)
(mp4)
3. Schmidt decomposition (pdf) (mp4)
4. Classical bits, gates and circuits, universal and reversible
gates (pdf) (mp4)
5. Quantum bits, gates and circuits, circuit model of quantum computation (pdf) (mp4)
6. Simon's algorithm (pdf)
(mp4)
7. Quantum Discrete Fourier Transform (pdf)
(mp4)
8. Some number theorry for RSA-encryption and Shor's algorithm (pdf) (mp4)
9. Shor's algorithm (mp4)
10. Grovers's algorithm (mp4)
11. Turing machines and
computability (pdf) (mp4)
12. Computational Complexity
(pdf)
(mp4)
13. BPP and BQP (pdf) (mp4)
14. Gate accuracy and universal quantum
gates (pdf)
(mp4)
15. Shor's 1-9 error correcting code (pdf) (mp4)
16. Quantum
operations (pdf)
(mp4)
17. Quantum Error Correction (pdf) (mp4)
18. Quantum Error Correction II (pdf) (mp4)
19. Fault tolerant quantum computation (mp4)
20. Quantum Coding
Theorem
(mp4)
21. Einstein-Podolsky-Rosen Paradoxon, Bell inequalities
(pdf) (mp4)
22. Quantum-key-distribution, teleportation,
entanglement-distillation, von-Neumann entropy as entanglement
measure, entanglement of random states (pdf) (mp4)
Problem sheets:
Literature:
Links: