Mohammad Masih Hamidi

• Arithmetic Geometry
• Algebraic Number Theory
• Analytic Number Theory

• Teaching Assistant, Calculus I, Fall 2023, Prof. J. Fortier, Complex Analysis 1, Spring 2019, Prof. Mohammad Sadfari, Algebra I, Spring 2019, Prof. Mohammad Mahdavi-Hezavehi, Introduction to Probability, Fall 2018, Prof. Shahram Khazaei, Linear Algebra I, Fall 2017, Prof. Mohammad Reza pournaki, Analytic Functions 1, Spring 2017, Prof. Alireza Bahraini
• Lecturer, Imam Ali Governmental Leading High School, Teaching Mathematics to the last year students
• Research Assistant, Assisting to prof. Arash Rastegar in developing Some Chapters of The book under preparation 'Advanced Number Theory from a Geometric Point of View'

Arithmetic Dynamics A/A, Algebraic number theory (local class field theory) A/A,  An Introduction to the Shimura varieties A/A,  Algebra I 19.8/20, Algebra III 18.3/20, Complex Analysis 19/20, Algebraic Topology  19/20, Riemann Surfaces 19.5/20, Quadratic Forms 17.5/20, Advanced Algebra 20/20, Linear Groups 20/20, Smooth Manifolds 20/20

• Sheaf Cohomology, Concordia University, 2024
• Analytic Number Theory, UdeM University, 2024
• Categorical Langlands program, McGill University, 2023
• Completed cohomology, Concordia University, 2023
• Graduate student seminar, McGill University, 2023
• Algebraic Geometry Seminar Talk, Sharif and New York University, 2021
• Introduction to the Langlands Program, Sharif University of Technology, 2021
• Universal Algebra, Sharif University of Technology, 2020

I am currently a PhD student McGill under supervision of Professor Patrick Allen. I am working on Watkins conjecture in the theory of elliptic curves which asserts that the rank of a rational elliptic curve divides the degree of the modular parametrization of that elliptic curve by the modular curve. For this, one needs to study the geometry of the modular curves and their jacobians. I am particularly interested in finding possible ways to generalize the work already done by Ribet-Takahashi and Caro-Pasten to the more general situations like considering Shimura curves rather merely classical modular curves. To be more precise, an elliptic curve over a totally real field might be parametrized by two different Shimura curves and so we get two modular degrees. Now, one may ask is there any relation between these two degrees. My main goal is to give possible answers to such questions.

• Full tuition scholarship, The Ministry of Science, Research and Technology, Iran, 01/01/20 - 01/01/22
• Certified by IMO for participating as Commissioner, 62nd International Mathematical Olympiad, St.Petersburg, Russia, 07/14/21 - 07/24/21
• Certified by Maryam Mirzakhani Foundation, First prize in Mathematical Olympiad, 01/01/20
• Gold Medal, 41th Iranian Students' Scientific Olympiad in mathematics, 01/01/20
• Ranked 11th, National University Entrance Exam of Master Program, 01/01/20

• Arithmetic Geometry
• Analytic Number Theory
• Algebraic Number Theory

• English, Fluent
• Persian, First Language
• Arabic, Some Understanding

The Commissioner, 62nd International Mathematical Olympiad, St.Petersburg, Russia, 07/14/21 - 07/24/21 International Representative Member, Mirzakhani Foundation, Tehran, Iran, From 01/01/20 Mathematics Tutor, Website: Iranian Mathematicians, Tehran-Mashhad, Iran, 01/01/17 - 01/01/20