activity
20212026
most citedMatrix factorizations with more than two factors

4 citations · 7 across the 7 of their papers we have counts for

collaborators

7 papers

math.AC2026

Orlov's functors in Macaulay2

Michael K. Brown, Souvik Dey, Geoffrey Fatin +3

Given a commutative and graded Gorenstein ring with associated projective variety , a theorem of Orlov gives fully faithful embeddings from the graded singularity category o…

math.AC2025

Scarf complexes of connected and path ideals

Trung Chau, Richie Sheng, Tim Tribone +1

The -connected ideal of a graph is generated by all connected induced subgraphs of with vertices. When , this coincides with the usual edge ideal of the graph…

math.AC2025

Unstable elements in cohomology and a question of Lescot

Srikanth B. Iyengar, Sarasij Maitra, Tim Tribone

In his work on the Bass series of syzygy modules of modules over a commutative noetherian local ring , Lescot introduces a numerical invariant, denoted , and asks whether…

math.AC2024

A family of simplicial resolutions which are DG-algebras

James Cameron, Trung Chau, Sarasij Maitra +1

Each monomial ideal over a polynomial ring admits a free resolution which has the structure of a DG-algebra, namely, the Taylor resolution. A pivot resolution of a monomial ideal,…

math.AC2024

Tensor products of -fold matrix factorizations

Richie Sheng, Tim Tribone

Consider a pair of elements and in a commutative ring . Given a matrix factorization of and another of , the tensor product of matrix factorizations, which was fi…

math.AC2021★ 3 cited

Branched covers and matrix factorizations

Graham J. Leuschke, Tim Tribone

Let be a regular local ring and a non-zero element of . A theorem due to Knörrer states that there are finitely many isomorphism classes of max…

math.AC2021★ 4 cited

Matrix factorizations with more than two factors

Tim Tribone

Given an element in a regular local ring, we study matrix factorizations of with factors, that is, we study tuples of square matrices such t…