Education
University of Saskatchewan
B.Sc. Honours Mathematics, expected Spring 2027
2021–2027
Experience
University of Saskatchewan
Course Marker – MATH 361 / Group Theory
Grade bi-weekly proof-based assignments for ~30 students
Sep 2026-Present
Undergraduate Research Experience
Studied twisting theory for Lie algebras and coalgebras under the supervision of Dr. Curtis Wendlandt. The referenced sources below can be found at
Topics covered:
- Matrix Lie groups, the matrix exponential, and Lie algebras (Hall)
- Basic Representation Theory of Lie Algebras (Hall)
- Lie bialgebras: Manin triples, coboundary Lie bialgebras, classical Yang-Baxter equation (Chari & Pressley)
- Deformations of cocommutators; twists of Lie bialgebras (Majid, §8.1)
- Background: modules, duals, tensor and exterior products, graded algebras (Dummit & Foote)
May 2026-Aug 2026
Projects
Honours Thesis – Twisting Theory of Lie Algebras
Supervisor: Dr. Curtis Wendlandt
Covers the twisting theory of Lie algebras with some connections to basic (co)homology, and representation theory of Lie algebras. Based on work I did during my first summer research.
Sep 2026-Present
Selected Coursework
Completed
- Group Theory – MATH 361
- Real Analysis I and II – MATH 371 and 373
- Complex Analysis – MATH 379
- Galois Theory – MATH 460
- Computational Logic and Program Reasoning – CMPT 263
- Intermediate Data Structures and Algorithms – CMPT 280
In Progress
- Hopf Algebras – MATH 460
- Mathematical Modeling I – MATH 336
- Partial Differential Equations I – MATH 339
Planned
- Harmonic Analysis with Applications to Quantum Theory – MATH 480
- Mechanics II – PHYS 323
Skills
Coding Languages / Software
- Python
- Git
- LaTex