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Connectedness of Discretized Configuration Spaces

Justin Brentwood ⟨jbrentwo@vols.utk.edu⟩

Abstract:

The discretized configuration space of a finite one-dimensional cell complex G can be connected in many ways, few ways, or not at all, depending on G. This project begins to take an algorithmic approach to describe sufficient or necessary conditions to determine if a configuration space is connected through primarily graph properties and secondarily algorithmic abilities.

Notes:

https://docs.google.com/presentation/d/1nhMETr8YxuYO09qCYYYPh1m-axzQSHB82D4r1UlT4I0/edit?usp=sharing

Scheduled for: 2025-02-28 03:20 PM: Undergraduate Paper Session I-2 #5 in Phillips 215

Status: Accepted

Collection: Undergraduate Presentations

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