Course Information

Dr. Andrew Frey
2L26
a dot frey at uwinnipeg dot ca
786-9215

Lectures at MWF 11:30-12:20 in 2L14
Office Hours by appointment
Zoom coordinates for office hours or if you must attend class remotely

Course Outline

I welcome feedback and comments on the course. If you're more comfortable commenting anonymously, please feel free to upload a plain text file to the homework upload link (PDF and word documents are ok but may contain information that identifies you).

Texts

In addition, I may assign some extra reading (from other texts, journal articles, etc), provided through this web page.

Important Dates


Syllabus

Reading assignments will be posted on the course web page. You are responsible for keeping up with the reading; material covered in the reading will not necessarily be discussed in the class lectures but may be included in tests. If you click the topic title, you'll get a scanned copy of my lecture notes.

NOTE: Unless noted, sections from Griffiths refer to the 3rd ed edition of the required textbook. If you are using the 2nd edition, please check with me about the reading assignment if the topic does not match the lecture. I will attempt to mark readings that differ with *. Italicized readings are optional.

Dates Topic Reading
8-19 Jan Foundations of QM: Basic Postulates Review GS chap. 3, §4.4.1, appendix A
19-26 Jan Foundations of QM: Entanglement & Mixed Statesreview GS §4.4.3, read §12.3*
29 Jan - 2 Feb Foundations of QM: Quantum Information Theory Witten §2.1,3.2-3 OR Wilde §2.1.1-2,10.1.0-1,11.1.0-1; Witten §3.4-5
2-9 Feb Foundations of QM: Quantum ComputingBlümel §7.2-7 (Course Reserves) OR Wilde §3.2,3,5; suggested GS §12.4*
9-14 Feb Foundations of QM: Collapse of WavefunctionGS§12.2, Watch Quantum Mechanics In Your Face (or read the transcript)
16 Feb - 4 Mar Foundations of QM: Dirac NotationReview GS chapter 2
26 FebMidterm Test Instructions
4-15 Mar Perturbation Theory: Time-IndependentGS §7.1-5*; Lecture 6 Mar; Lecture 11 Mar
15-20 Mar Perturbation Theory: Time-DependentGS §11.1-3*; Lecture 20 Mar
22-25 Mar Variational Principle GS §8.1-2* (2ed §7.1-2)

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Assignments

Policies

Please see the course outline for the official statement of homework policies. The following are guidelines:

Student Homework Presentations

When homeworks are assigned on Wednesday, a student will be assigned to present each problem for a few minutes the following Monday (typically). The presentation does not need to be a complete solution, merely some thoughts about the problem and an indication of how to proceed. A demonstration of effort will earn full participation credit (see the course outline). If you are presenting and need advice, please come by contact me.

Homework Sets

Course Project

Please see the project instructions.

Project deadlines:

Last updated: 21:53 on 20 March 2024