1 citations · 1 across the 2 of their papers we have counts for
4 papers
A machine learning approach to commutative algebra: Distinguishing table vs non-table ideals
Laia Amorós, Oleksandra Gasanova, Laura Jakobsson
We propose a novel approach to distinguish table vs non-table ideals by using different machine learning algorithms. We introduce the reader to table ideals, assuming some knowledg…
Families of cellular resolutions, their syzygies, and stability
Laura Jakobsson
We study families of cellular resolutions by looking at them as a category and applying tools from representation stability. We obtain sufficient conditions on the structure of the…
The category of cellular resolutions
Laura Jakobsson
Cellular resolutions is a well studied topic on the level of single resolutions and certain specific families of cellular resolutions. One question coming out of the work on famili…
Explicit Boij-Soderberg theory of ideals from a graph isomorphism reduction
Alexander Engstrom, Laura Jakobsson, Milo Orlich
In the origins of complexity theory Booth and Lueker showed that the question of whether two graphs are isomorphic or not can be reduced to the special case of chordal graphs. To p…