May 5, 2022: Slides and video for my talk The Diagonal Reduction Algebra of the Lie Superalgebra 𝖔𝖘𝖕(1|2) given at Xiamen University, China.
April 8, 2022: Slides for my talk Galois Orders and Deformation Quantization given at the Poisson geometry conference Gone Fishing.
March 26, 2022: Slides for my talk On the Diagonal Reduction Algebra of 𝖔𝖘𝖕(1|2) given in the Special Session on Combinatorics and Representations of Noncommutative Algebras at the Spring Central Sectional Meeting of the AMS.
Oct 5, 2021: Video recording of my talk on the diagonal reduction algebra for the Lie superalgebra 𝖔𝖘𝖕(1|2).
Jan 26, 2021: Slides for my talk Harish-Chandra modules over orders in smash products at the UTA-KSU Representation Theory and Mathematical Physics Seminar.
Notes and Texts
Various notes intended for students.
Locally finite modules over commutative algebras A quick overview of (generalized) weight modules and (locally) finite-dimensional modules over commutative algebras. These concepts often serve as a basis for representation theory of noncommutative algebras which contain a "large" commutative subalgebra.