Selected Talks:

• Geometry and Representation Theory Session at the 2024 CMS Summer Meeting, June 3, 2024.
• Integrable Systems and Quantization Session at the 2024 CMS Summer Meeting, June 2, 2024.
• International Polyhedral Products Seminar at Princeton University, November 2, 2023.
• Mathematics Graduate Student Seminar at the University of Toronto, February 16, 2022.
• Geometry and Physics Seminar at the University of Saskatchewan, January 14, 2022.
• Condensed Mathematics Reading Group at the University of Toronto, October 29, 2021.
• Mathematics Graduate Student Seminar at the University of Toronto, January 26, 2021.
• Equivariant Methods in Differential and Algebraic Geometry Session at the 2019 CMS Summer Meeting, June 9, 2019. {Slides}
• Geometry Seminar at Christian-Albrechts-Universität zu Kiel, February 7, 2019.
• Math and Stats Student Society at the University of Saskatchewan, October 31, 2018.
• Math and Stats Graduate Student Seminar at the University of Saskatchewan, September 20, 2018.
• Geometry and Physics of Gauge Theories at Infinity in Elk Ridge, Saskatchewan, August 3-6, 2018. {Slides}
• Summer Seminar on Moduli Spaces and Integrable Systems at the University of Saskatchewan, July 24, 2018.
• LaTeX Workshop at the 2018 Canadian Undergraduate Mathematics Conference at the University of Saskatchewan, July 12, 2018. {Slides}

Service and Outreach:

• Co-organizer of the 'P=W' reading group at the University of Toronto, Fall 2022.
• Moderator of the Mathematics Graduate Student Discord Channel at the University of Toronto, 2021-present.
• Mentor in the 2022 Math Mentorship Program at the University of Toronto.
• Co-organizer of the Mathematics Graduate Student Seminar at the University of Toronto, 2021-2022.
• Co-organizer of the 2018-2019 Math and Stats Graduate Seminar at the University of Saskatchewan.
• Co-organizer of the 2017 PIMS Young Researchers Conference.

Resources:

Here you can find slides for a talk I gave to our research group in May of 2020, concerning a hypertoric analogue of the Hitchin system.

In the winter term of 2018, I took these notes for MATH498/872 (Geometry of the Einstein Equations, with a View Towards Calabi-Yau Manifolds), taught by Steve Rayan.