Course Number 0321-4862-01
Course Name Lattice Methods in Quantum Field Theory
Academic Unit The Raymond and Beverly Sackler Faculty of Exact Sciences -
Lecturer Prof. Benjamin SvetitskyContact
Contact Email:
Office HoursWednesday 15:00 - 14:00
Building: Kaplun Math , Room: 409
Mode of Instruction Lecture
Credit Hours 3
Semester 2020/2
Day Sun
Hours 13:00-14:00
Semester 2020/2
Day Mon
Hours 13:00-15:00
Syllabus Not Found

Short Course Description

Lattice field theory defines a quantum field theory with a space-time cutoff from the beginning. This permits the application of many manipulations beyond the reach of Feynman-diagram perturbation theory, as well as numerical calculations of non-perturbative properties; the continuum limit is taken at the end of any calculation. The course introduces the lattice formulation of quantum chromodynamics and related field theories; its application to the non-perturbative problems of quark confinement, chiral symmetry breaking, and phase transitions at nonzero temperature; use of the renormalization group in taking the continuum limit. It will cover the subtleties of defining fermionic fields on a lattice. The bulk of modern work is numerical, using supercomputers, and so numerical Monte Carlo methods will be described, as well as current subjects such as the calculation of scattering amplitudes.

Full syllabus is to be published
Course Requirements

Students may be required to submit additional assignments
Full requirements as stated in full syllabus

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