Theoretical physics

Explore the programs and courses offered by Theoretical physics

Browse Programs Admission Information

Program Overview

Program Overview:

Semestre 01 :

-       Advanced Quantum Mechanics I

-       Statistical Physics I

-       Classical field Theory

-       Mathematics I

-       General theory of solid state physics

-       Nuclear Physics I

-       English

Semestre 02 :

-       Advanced Quantum Mechanics II

-       Statistical Physics II

-       Relativistic Quantum Mechanics

-       Mathematics II

-       Numerical Analysis

-       Nuclear Physics II

-       English

 

Semestre 03 :

 

-       Many-body problems  

-       Quntum field Theory

-       Classical and quantum mechanical time-dependent systems

-       Atomic and molecular physics

-       PT-Symmetry and Pseudo-Hermiticity in Quantum Mechanics

-       Quantum theory of magnetism

-       English

 

Semestre 04 :

Mandatory internship at a research lab or company, assessed through both a written Master's thesis and public defense before an academic committee.

Teaching Language : French and English

Curriculum Highlights

Core Courses

 

-       Advanced Quantum Mechanics I

-       Statistical Physics I

-       Classical field Theory

-       Mathematics I

-       Advanced Quantum Mechanics II

-       Statistical Physics II

-       Relativistic Quantum Mechanics

-       Mathematics II

-       Atomic and molecular physics

 


Advanced Topics

 

 

-       Many-body problems 

-       Quntum field Theory

-       Classical and quantum mechanical time-dependent systems

-       PT-Symmetry and Pseudo-Hermiticity in Quantum Mechanics

-       Quantum theory of magnetism

 

Admissions Information

During the first three semesters (Semesters 1 and 2 of M1, and Semester 1 of M2), student evaluation will be conducted through :

-       Continuous assessment of individual work

-       Assignments for core course units

-       A written examination at the end of each semester for each teaching unit

The second semester of M2 will be evaluated based on a dissertation (Master's thesis) to be presented before an examination committee at the end of the semester.

Progression requirements will be determined by the academic program committee.

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