Research
Research
Embedded Files
I am broadly interested in commutative algebra and its connections to algebraic geometry, combinatorics, and representation theory. My dissertation: The Lefschetz Properties for Modules and Monomial Algebras.
I am broadly interested in commutative algebra and its connections to algebraic geometry, combinatorics, and representation theory. My dissertation: The Lefschetz Properties for Modules and Monomial Algebras.
Recent interests include non-standard graded rings, the Jordan type of an Artinian algebra, and the Lefschetz properties for modules in positive characteristic.
Recent interests include non-standard graded rings, the Jordan type of an Artinian algebra, and the Lefschetz properties for modules in positive characteristic.
Papers and preprints:
Papers and preprints:
The strong Lefschetz property for certain modules over Clements-Lindström rings, 2024 (Submitted). Available at https://arxiv.org/abs/2406.15919.
The strong Lefschetz property for certain modules over Clements-Lindström rings, 2024 (Submitted). Available at https://arxiv.org/abs/2406.15919.
The strong Lefschetz property for some almost complete intersections, 2024 (with Filip Jonsson Kling). (Submitted). Available at https://arxiv.org/abs/2507.18516.
The strong Lefschetz property for some almost complete intersections, 2024 (with Filip Jonsson Kling). (Submitted). Available at https://arxiv.org/abs/2507.18516.
Weighted Veronese Rings via Convex Semigroups, 2026 (with with Sankhaneel Bisui, Luca Fiorindo, Thiago Holleben, Emanuela Marangoni, Thai Nguyen, Alexandra Seceleanu, and Srishti Singh). (In Preparation).
Weighted Veronese Rings via Convex Semigroups, 2026 (with with Sankhaneel Bisui, Luca Fiorindo, Thiago Holleben, Emanuela Marangoni, Thai Nguyen, Alexandra Seceleanu, and Srishti Singh). (In Preparation).
Jordan Type and Monomial Ideals, 2026 (Submitted).
Jordan Type and Monomial Ideals, 2026 (Submitted).
Upcoming travel/talks:
Upcoming travel/talks:
Page updated
Google Sites
Report abuse