activity
20192022
most citedTowards Directed Collapsibility

2 citations · 2 across the 5 of their papers we have counts for

collaborators

5 papers

math.GT2022

From integrals to combinatorial formulas of finite type invariants -- a case study

Robyn Brooks, Rafal Komendarczyk

We obtain a localized version of the configuration space integral for the Casson knot invariant, where the standard symmetric Gauss form is replaced with a locally supported form.…

math.AT2022

Computing the Matching Distance of 2-Parameter Persistence Modules from Critical Values

Asilata Bapat, Robyn Brooks, Celia Hacker +3

The exact computation of the matching distance for multi-parameter persistence modules is an active area of research in computational topology. Achieving an easily obtainable exact…

math.AT2021

Combinatorial Conditions for Directed Collapsing

Robin Belton, Robyn Brooks, Stefania Ebli +4

The purpose of this article is to study directed collapsibility of directed Euclidean cubical complexes. One application of this is in the nontrivial task of verifying the executio…

math.AT2020

Morse-based Fibering of the Persistence Rank Invariant

Asilata Bapat, Robyn Brooks, Celia Hacker +2

Although there is no doubt that multi-parameter persistent homology is a useful tool to analyse multi-variate data, efficient ways to compute these modules are still lacking in the…

math.AT2019★ 2 cited

Towards Directed Collapsibility

Robin Belton, Robyn Brooks, Stefania Ebli +5

In the directed setting, the spaces of directed paths between fixed initial and terminal points are the defining feature for distinguishing different directed spaces. The simplest…