13 citations · 13 across the 5 of their papers we have counts for
4 papers · 1 filter
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…
Minimal resolutions of lattice ideals
Yupeng Li, Ezra Miller, Erika Ordog
A canonical minimal free resolution of an arbitrary co-artinian lattice ideal over the polynomial ring is constructed over any field whose characteristic is 0 or any but finitely m…
Enumerative and planar combinatorics of trivariate monomial resolutions
Erika Ordog
The canonical sylvan resolution is a resolution of an arbitrary monomial ideal over a polynomial ring that is minimal and has an explicit combinatorial formula for the differential…
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…