The many body problem is anybody's problem !!!
Instructor: Gabriel Kotliar, Room 267 .
Graders: Viktor Udovenko, Indranil Paul
If you have any enquiries about this course or the homework, please do not hesitate to contact me via email at : kotliar@physics.rutgers.edu You can also get help from Viktor at udo@physics.rutgers.edu .
Time and Place: We will meet in ARC 205, on Mondays and Thursdays, 2:50-4:10 am. Classes begin Thursday September 7th
Time and Place: Occasionally we will be
meeting on Wendesdays in ARC 204, 2:50-4:10 am. The
purpose of this additional day, is to make up lectures (I will miss a few
during this semester) and to give complementary material which might be
necessary for a small fraction of the students . I will meet you informally
next wendesday, September 6th.
The last lecture will take place on ......
Office hour: Time to be arranged and also by email
Grades: Grades will be determined on the basis of take home assignments and homework.
Current Exercises: (This page will be frequently updated to list the homework)
Scope of Course:
Many body physics, 620, will be an introduction to the study of non relativistic systems containing a large number of degrees of freedom. There will be equal emphasis on: a) concepts, b) general results, c) techniques. It is an essential course for all students intending to study physics at the graduate level. 621 will be a second semester continuation of 620 (Many Body I).
Many body physics provides the right language to describe the results of experimental investigations. Concepts will be stressed throughout the course which will make it very suitable for students interested in experimental physics.
Course Outline:
Schedule:
Mathematica Notebook (courtesy of M. Sindel): notebook
Assigment 3 (due 11/2/00) : pdf
ps.gz
Assigment 4 (due 11/30/00) : pdf ps.gz
Assigment 3 Solutions, courtesy of Indranil Paul : pdf ps.gz
Make up Assigment (due 12/7/00) : pdf
ps.gz
Assigment 4 Solutions , courtesy of Indranil Paul : pdf ps.gz
Texts:
I put the following texts on reserve ``Many-Particle Physics'' by G. Mahan. (Plenum) and Quantum Many Particle Physics by Negele and Orland. Additional reading will be posted on the web as the course progresses.