3 papers
q-bio.QM2025
Algebraic approaches for the decomposition of reaction networks and the determination of existence and number of steady states
Joseph M. Sauder, Bruce P. Ayati, Ryan Kinser
Chemical reaction network theory provides powerful tools for rigorously understanding chemical reactions and the dynamical systems and differential equations that represent them. A…
math.AG2025
Equivariant geometry of symmetric quiver orbit closures
Ryan Kinser, Martina Lanini, Jenna Rajchgot
We unify problems about the equivariant geometry of symmetric quiver representation varieties, in the finite type setting, with the corresponding problems for symmetric varieties $…
math.QA2024
Actions of Hopf-Ore Extensions of Group Algebras on Path Algebras of Quivers
Elise Askelsen, Ryan Kinser
We classify the (filtered) Hopf actions of Hopf-Ore extensions of group algebras on path algebras of quivers, extending results in several other works from special cases to this ge…