Current Courses

Relativistic Quantum Mechanics:

  • Undergraduate Course; Saturdays & Mondays, 10:30-12; class 14; class starts on 30/06/1398.
  • In this course we will cover:
    • Klein-Gordon and Dirac Equations and their solutions and properties
    • Electrodynamics and spin 1 particles
    • Many-Body systems 
    • Path Integral
    • Basics of QFT
  • Midtem exam is on Monday 04/09/98 in class and Final Exam is on 23/10/98 at 10:30 in Amphitheater
  • Mr. Mehran Jalali is the TA of the course. 
  • In order to promote group work the students have to hand in exercises in groups of three. There will be also projects that should be done in groups too. 
  • Total grade is 22=midterm(8)+final(8)+exercise(4)+ 2 extra point for projects.

References:

  • Relativistic Quantum Mechanics; Wachter
  • Advenced Quantum Mechanics; Schawbl
  • Relativistic Quantum Mechanics; Greiner (2000)
  • Relativistic Quantum Physics; Ohlsson (2011)
  • Relativistic Quantum Mechanics; Strange
  • relativistic Quantum Physics; Bjorken, Drell

Projects:

  1. Supersymmetric Quantum Mechanics
    • In this project you will learn supersymmetry algebra and how quantum mechanics can be generalized.
    • The project should be presented on Monday Aban 20th for half an hour at the end of class.
    • The reference of this project is a note with more referenced there in.
  2. Conformal Symmery
    • In this project you will learn conformal symmetry and algebra and how Lorentz symmetry can be generalized to conformal symmetry.
    • The project should be presented on Monday Aban 27th for half an hour at the end of class.
    • The reference of this project is Ginsparg lectures "Applied Conformal Field Theory", chapter one and the note for conformal algebra.