Z[J]=∫Dφ  e iS[φ] + i∫d4x J(x)φ(x)Z[J] = \int \mathcal{D}\varphi \; e^{\,iS[\varphi] \,+\, i\int d^{4}x\, J(x)\varphi(x)}

Quantum Field Theory I

A graduate course at Sharif Physics. Sundays and Tuesdays, 10:30 to 12:30, with Dr. A. Ardehali.

What the course covers

Quantum Field Theory I is a graduate course in the Physics Department at Sharif University of Technology. It runs over two halves of about seven weeks, from path integrals and the renormalization group to the Standard Model. The work is assessed continuously — projects, presentations and problem sets — and there is no final exam.

  • Part I — path integrals, renormalized perturbation theory, perturbative and Wilsonian RG, following Zamolodchikov's lecture notes.
  • Part II — QED, Yang–Mills, the Higgs mechanism and the Standard Model, following Peskin.
Read the syllabus

A course built around doing

Problem sets

Problem sets submitted in LaTeX, with AI-assisted feedback — and a human confirms every grade.

AI study companion

A course assistant with adjustable hint modes — from a gentle nudge to a full solution, you set the level.

Presentations

Seminar presentations on the Wilson–Kogut paper and on computer-assisted perturbative QFT.

GitHub projects

Midterm and final projects delivered as reproducible repositories, defended orally.

How you're assessed

Assessed out of 21 across participation, presentations, two projects and homework. No final exam.

Assessment and AI policy

When it meets

Next session: Sunday, October 4, 2026, 10:30

Full schedule

Join the course

Sharif graduate students join with the course code shared in class. Register, then enrol from this page.