About
I am a Ph.D. student in the Department of Mathematics at North Carolina State University under the supervision of Professor Patrick L. Combettes. I completed my bachelor’s degree in Pure and Applied Mathematics and my master’s degree in Pure Mathematics at Université de Montréal under the supervision of Professor Marlène Frigon. My research interests are convex analysis, nonlinear analysis and functional analysis.
Contact
- Office : SAS Hall 4125
- Email : jnmayran[at]ncsu.edu
Publications
- Marlène Frigon and Julien Mayrand, Existence results for systems of first-order Stieltjes differential equations via the method of g-solution-regions, preprint.
- Julien Mayrand, Charles Senécal, and Simon St-Amant, Asymptotics of sloshing eigenvalues for a triangular prism, Mathematical Proceedings of the Cambridge Philosophical Society 173 (2022), no. 3, 539–571. [publication] [pdf]
- Jihene Rezgui, Amal Hbaieb, Lamia Chaari, and Julien Mayrand, Traffic Sign Recognition Using Neural Networks Useful for Autonomous Vehicles, 2019 International Conference on Smart Applications, Communications and Networking (SmartNets), 2019, pp. 1–6. [publication] [pdf]
Thesis
Théorèmes d’existence pour des équations différentielles de Stieltjes à l’aide des g-régions-solutions, Master’s Thesis, Université de Montréal, 2024. [papyrus] [pdf]
Teaching
Teaching Assistant – North Carolina State University
- MA 141: Calculus 1 [Fall 2024]
Teaching Assistant – Université de Montréal
- MAT 2100: Analysis 3 [Winter 2024]
- MAT 1000: Analysis 1 [Fall 2022, Winter 2024]
- MAT 2466: Applied Analysis [Fall 2022]
- MAT 1923: Integral Calculus [Winter 2022]
- MAT 2050: Analysis 2 [Fall 2021]
- MAT 1680: Symbolic Calculation and Applications [Fall 2020, Fall 2021]
- MAT 1681: Computer Assisted Mathematics [Fall 2020]