
ABOUT ME
I am a master's student in mathematics at the Université de Montréal, under the supervision of Gena Hahn and Ben Seamone. My research topics are graph theory and combinatorics. My Master's research is mainly focused on various aspects of the game of cops and robbers. My other interests include mathematical analysis, abstract algebra, algorithms and theorical computer science.
RESEARCH
Here are some projects I've worked on or am working on at the moment.
4-cop-win graphs have at least 19 vertices (with Samuel Yvon)
Submitted, 2020. Data and code complement |
Preprint | |
Cops and robbers on 2K2-free graphs
Submitted, 2020. |
Preprint | |
Cops and robbers on directed and undirected abelian Cayley graphs (with Peter Bradshaw and Seyyed Aliasghar Hosseini)
Submitted, 2019. |
Preprint | |
Approximation by random complex polynomials and random rational functions (with
Paul M. Gauthier, Thomas Ransford and Simon St-Amant)
Annales Polonici Mathematici 123, pp. 267-294, 2019. |
Online pdf | Publication |
TEACHING
Instructor - Université de Montréal
Fall 2020
- MAT1680 - Symbolic calculation and applications
Teaching assistant - Previous semesters
Fall 2019
- MAT1680 - Symbolic calculation and applications
- MAT1681 - Computer assisted mathematics
Winter 2019
- IFT3545/MAT6490 - Graphs and networks
Fall 2018
- MAT1000 - Analysis 1
- MAT1681 - Computer assisted mathematics
Winter 2018
- MAT1681 - Computer assisted mathematics
Fall 2017
- IFT1065 - Discrete structures in computer science
- MAT1681 - Computer assisted mathematics