2 papers
math.AC2022
A Generalization of the Ishida Complex with applications
Laura Felicia Matusevich, Erika Ordog, Byeongsu Yu
We construct a generalize Ishida complex to compute the local cohomology with monomial support of modules over quotients of polynomial rings by cellular binomial ideals. As a conse…
math.AC2019
Minimal resolutions of monomial ideals
John Eagon, Ezra Miller, Erika Ordog
An explicit combinatorial minimal free resolution of an arbitrary monomial ideal in a polynomial ring in variables over a field of characteristic is defined canonically…