15 citations · 54 across the 31 of their papers we have counts for
32 papers
Magnitude homology and Euler characteristics of directed acyclic graphs
Steve Huntsman
We develop a scalable approach to computing the magnitude homology Euler characteristic for directed acyclic graphs based on decategorification. Along with motivating mathematical…
Peel neighborhoods
Steve Huntsman
We introduce the canonical, parameter-free, and efficiently computable notion of peel neighborhoods in a finite metric space of strict negative type. Using a soft threshold to uppe…
Peeling metric spaces of strict negative type
Steve Huntsman
We describe a unified and computationally tractable framework for finding outliers in, and maximum-diversity subsets of, finite metric spaces of strict negative type. Examples of s…
Magnitude of arithmetic scalar and matrix categories
Steve Huntsman
We develop tools for explicitly constructing categories enriched over generating data and that compose via ordinary scalar and matrix arithmetic arithmetic operations. We character…
Quality-diversity in dissimilarity spaces
Steve Huntsman
The theory of magnitude provides a mathematical framework for quantifying and maximizing diversity. We apply this framework to formulate quality-diversity algorithms in generic dis…
The Kuramoto-Sivashinsky Equation
John C. Baez, Steve Huntsman, Cheyne Weis
The Kuramoto-Sivashinsky equation was introduced as a simple 1-dimensional model of instabilities in flames, but it turned out to mathematically fascinating in its own right. One r…