Lectures: MWF
11:30 to 12:20 pm, Room:
MC 5158A
Office hours: by
appointment
Announcements | Schedule/Lecture Notes | Homework |
Instructors:
Debbie Leung1 and Ashwin Nayak2
1C&O and IQC, U. Waterloo.
Contact information:here.
2C&O and IQC, U. Waterloo,
and Perimeter Institute.
Contact information:here.
Outline
In this graduate level course, we will further develop three inter-related topics: quantum information theory, error-correction, and cryptography.
Preliminary list of topics:
Prerequisites: We will assume knowledge of basic linear algebra, theoretical
computer science, and the material in a first course in quantum
computation, such as CO
481, Introduction to Quantum Information Processing. Students will be
expected to show a fair bit of mathematical maturity.
Text
The book Quantum Computation and Quantum Information, by Nielsen and Chuang
(Cambridge University Press) is a helpful reference, as are the lecture notes
from CO 639
Quantum Error Correction taught by Daniel Gottesman in Winter 2004.
We will also develop lecture
notes as we go along.
Evaluation
The final mark in the course will be based on the scribe notes you prepare, homework, and a term paper. The weight given to the different components is
Scribe notes
You will be required to take notes for some number of
lectures of your choice.
Preparing lecture notes will help you understand the lecture material more
thoroughly, and give you another opportunity to think about the material.
Notes are expected to be handed in within a week of the lecture being
scribed. The notes are to be transcribed in Latex in the template
provided here.
Homework
There will be three graded homework assignments in all. There will be a homework assignment essentially every month. The homework will be posted on the web and will be due three weeks later. We will collect the homework in class the day they are due.
Each assignment will consist of four to five questions. You are required to attempt all of them. You should be able to solve most of the problems in the homework on your own if you have understood the lectures. However you can expect an odd question that will require additional thought. You may work on the homework in small groups (and are encouraged to do so, in case of difficulty). You may also consult me. However, you should write up the solutions on your own and mention all sources of help.
Term paper
This will consist of further reading on a topic of your choice. You will be required to make a short presentation to us and possibly to the rest of the class. You will also be required to write a short report on your topic.
Feedback
Please pass on your comments, criticism, and opinions on the course to us; these are always welcome. If you prefer not to reveal your identity, you could use a free anonymous remailer available on the web.