First and second year students enrolled in the Physics PhD program are required to take Physics Colloquium in their first and second years of study.

Lectures on topics of current interest in physics research and pedagogy. May be repeated for credit. Prerequisite: Instructor permission.

This course introduces a modern topic in theoretical high energy physics to an advanced undergraduate / beginner graduate student audience. Among the directions which are being explored are the physics of extra dimensions, and a unified treatment of gravity and electromagnetism in the context of string theory. Prerequisite: Physics 3210 (Classical Mechanics), 3430 (Electricity & Magnetism II) and 3660 (Quantum Mechanics II), or permission of the instructor.

This is an introductory cosmology course for an advanced undergraduate/beginner graduate audience. This course aims to give a window into the history of our Universe, presented here in reverse order: the expanding Universe, the cosmic microwave radiation background and the very early universe. Prerequisite: MATH 3250 or equivalent, PHYS 2620, or instructor permission.

Group theory is an elegant method based on symmetry to understand complex phenomena in nature. This course is to learn the basic principles of Discrete Group Theory and its application to Condensed Matter Physics. Representation theory, characters and basis functions of a group, and group theory in quantum mechanics will be discussed to learn the basic principles, and a few applications will be discussed. Prerequisite: PHYS 3650 or CHEM 3410.

An introduction to quantum computation, a modern discipline looking for ways to harness the power of quantum mechanics to gain exponential speedup of computations and simulations. We will go through the basic algorithms, discuss error correction and various physical platforms suggested for a possible implementation of such a computer. The course assumes a knowledge of linear algebra, basic probability and familiarity with quantum mechanics.

The statics and dynamics of particles and rigid bodies. Discusses the methods of generalized coordinates, the Langrangian, Hamilton-Jacobi equations, action-angle variables, and the relation to quantum theory. Prerequisite: PHYS 3210 and MATH 5220.

Discusses thermodynamics and kinetic theory, and the development of the microcanonical, canonical, and grand canonical ensembles. Includes Bose-Einstein and Fermi-Dirac distributions, techniques for handling interacting many-particle systems, and extensive applications to physical problems.

A consistent mathematical account of the phenomena of electricity and magnetism; electrostatics and magnetostatics; macroscopic media; Maxwell theory; and wave propagation. Prerequisite: PHYS 7250 or instructor permission.

Development of the theory of special relativity, relativistic electrodynamics, radiation from moving charges, classical electron theory, and Lagrangian and Hamiltonian formulations of electrodynamics. Prerequisite: PHYS 7420 or instructor permission.