Steven Scheirer

collaborators

3 papers

math.CO2026

Grouped Stirling complexes

Alessia Revelli, Steven Scheirer

Given a graph $G$ , a configuration space of $G$ can be thought of as the set of all possible configurations of "robots" which can move throughout $G$ , subject to some constraints.…

math.AT2021

Relative Topological Complexity and Configuration Spaces

Bryan Boehnke, Steven Scheirer, Shuhang Xue

Given a space $X$ , the topological complexity of $X$ , denoted by $T C (X)$ , can be viewed as the minimum number of "continuous rules" needed to describe how to move between any two p…

math.AT2019

Topological complexity of unordered configuration spaces of certain graphs

Steven Scheirer

The unordered configuration space of $n$ points on a graph $Γ,$ denoted here by $U C^{n} (Γ),$ can be viewed as the space of all configurations of $n$ unlabeled robots on a system of o…