Together with William Chong, Katherine Goldman, Carl Kristof-Tessier, Piotr Przytycki and Daniel Wise, I co-organize the Geometric Group Theory seminar at McGill.
Talks:
Waterloo Logic Seminar (October 24, 2025):
Gave a one hour talk at the Waterloo logic seminar on my joint work with Damian Osajda and Koichi Oyakawa on proving hyperfiniteness of boundary actions of certain graphical small cancellation groups.
LG&TBQ2: geometry, topology, and dynamics (June 3, 2025):
Gave a 5 minute lightning talk at Université de Montréal on my ongoing work to prove decentness of groups acting on restricted products over high dimensional projective space.
Groups, Geometry, Analysis and Logic (June 1, 2025):
Gave a 5 minute lightning talk at Vanderbilt University on my joint work with Damian Osajda and Koichi Oyakawa on proving hyperfiniteness of boundary actions of certain graphical small cancellation groups.
Weak Tits alternative for groups acting on buildings (March 6, 2025):
Gave a virtual 20 minute talk at the Spring Topology and Dynamics conference at Christopher Newport University in Newport News, Virginia, United States. Based on my joint work with Damian Osajda and Piotr Przytycki on proving a weak Tits alternative for groups acting geometrically on buildings.
Hyperfiniteness of boundary actions of graphical small cancellation groups (February 19, 2025):
Gave a one hour talk at the McGill Geometric Group Theory Seminar on my joint work with Damian Osajda and Koichi Oyakawa on proving hyperfiniteness of boundary actions of certain graphical small cancellation groups.
Weak Tits alternative for groups acting on buildings (October 18, 2024):
Gave a one hour talk at the Topology seminar at the University of Buffalo in Buffalo, United States. Based on my joint work with Damian Osajda and Piotr Przytycki on proving a weak Tits alternative for groups acting geometrically on buildings.
Hyperfiniteness of boundary actions of graphical small cancellation groups (September 3, 2024):
Gave a 20 minute talk at the Workshop on Combinatorial Nonpositive Curvature in Banff, Canada on my ongoing joint work with Damian Osajda and Koichi Oyakawa on proving hyperfiniteness of boundary actions of certain graphical small cancellation groups.
Weak Tits alternative for uniform lattices in buildings (February 6, 2024):
Gave a 15 minute lightning talk at the GAGTA conference in Marseille, France on my joint work with Damian Osajda and Piotr Przytycki on proving a weak Tits alternative for groups acting geometrically on buildings.
Hyperfiniteness of boundary actions of relatively hyperbolic groups (Dec 4, 2023):
Spoke at the Canadian Mathematical Society Winter Meeting in Montréal on my master’s work on hyperfiniteness of boundary actions of groups.
Weak Tits alternative for uniform lattices in buildings (September 25, 2023):
Spoke at the University of Wisconsin-Milwaukee topology seminar on my joint work with Damian Osajda and Piotr Przytycki on proving a weak Tits alternative for groups acting geometrically on buildings.
Weak Tits alternative for uniform lattices in buildings (September 13, 2023):
Spoke at the McGill geometric group theory seminar on my joint work with Damian Osajda and Piotr Przytycki on proving a weak Tits alternative for groups acting geometrically on buildings.
Hyperfiniteness of boundary actions of hyperbolic and relatively hyperbolic groups (June 3, 2023):
Spoke at the Canadian Mathematical Society summer meeting in June 2023 on the work of my master’s thesis.
Hyperfiniteness of the actions of relatively hyperbolic groups on their Bowditch boundaries (October 5, 2022):
Summarized the work of my master’s thesis. This was presented at the McGill Geometric Group Theory Seminar https://www.math.mcgill.ca/ggt/.
The generalized conjugacy problem in hyperbolic and relatively hyperbolic groups (April 6, 2022 and April 13, 2022):
Gave a two-part talk surveying work on the generalized conjugacy problem in hyperbolic groups (part I of the talk) and discussing generalizations to relatively hyperbolic groups with parabolic subgroups having solvable generalized conjugacy problem (part II of the talk). This was presented at the McGill Geometric Group Theory Seminar https://www.math.mcgill.ca/ggt/.