Spring 2013 APSC 695 Research and Reading on Quantum Information Science
Co-ordinator
Meeting Time and Place
Wednesday, 10:00 - noon. Jones 131.
Course Description
We discuss problems and do reading on material related to Quantum Information Science.
Some useful references
-
Phillip Kaye, Raymond Laflamme and Michele Mosca,
An Introduction to Quantum Computing, Oxford University Press, 2007.
- M. Nakahara and T. Ohmi, Quantum Computing: From Linear Algebra to Physical Realizations,
CC Press, 2008.
- M.A. Nielsen and I.L. Chuang, Quantum computation and quantum
information, Cambridge University Press, Cambridge, 2000.
- Eleanor G. Rieffel and Wolfgang H. Polak,
Quantum Computing: A Gentle Introduction (Scientific and Engineering Computation),
The MIT Press, 2011.
- John Watrous, Theory of Quantum Information, Lecture notes from Fall 2008, IQC, Waterloo.
-
Noson S. Yanofsky and Mirco A. Mannucci,
Quantum Computing for Computer Scientists, Cambridge University Press, 2008.
- Wikipedia. Key word search on "Quantum Computation", "quantum information science", etc.
Presentation Schedule of the Fall of 2012
- Jan. 23. Research discussion.
Factorization of permutations.
- Jan. 30. Research disucssion.
Decomposition of Toffoli gate.
- Feb. 6. Research discussion.
Sufficient Condition for AB = BA.
- Feb. 13. Research discussion.
Conjugate problem in group theory.
- Feb. 20. CK Li. Chapter 1 of the notes of Watrous.
Research discussion.
Computation of determinant.
- Feb. 27. CK Li. Chapter 2 of the notes of Watrous.
- March 6. Spring break.
- March 13. Diane Pelejo: Chapter 3-I.
- March 20. Diane Pelejo. Chapter 3-II.
- March 27. Junhua He: Chapter 4-I.
- April 3. Junhau He: Chapter 4-II ,
- April 10. Runling An. Chapter 5-I.
- April 17. Runling An. Chapter 5-II.
- April 24. Hou Biao Li. Chapter 6.
- May 1. Hou Biao Li. Chapter 6.
- May 8. Chun Yuan Deng. Chapter 7.
- May 15. Chun Yuan Deng. Chapter 7.
Notes on Quantum Information Science
Presentation Schedule of the Fall of 2013
- Sept. 4. An elliptical curve problem arising from
extremal graph problems.
A geometry problem arising from inverse
eigenvalue problem.
- Sept. 11. Li - Watrous note, Chapter 8. Part 1.
- Sept. 18. Pelejo - Watrous note, Chapter 8. Part 2.
[Paper 1 |
Paper 2]
- Sept. 25. Pelejo - Watrous note, Chapter 9.
An - Preserver problems related to quantum
information science.
- Oct. 2.
- Oct. 9.