Hypergraph Laplace Operators for Chemical Reaction Networks
J\"urgen Jost, Raffaella Mulas
TL;DR
This paper introduces two new Laplace operators for hypergraphs to better analyze chemical reaction networks, extending graph-based methods and exploring their spectral properties.
Contribution
It generalizes the normalized Laplace operator from graphs to hypergraphs, providing tools for chemical network analysis.
Findings
Defined two hypergraph Laplace operators.
Analyzed spectral properties of these operators.
Potential applications in chemical reaction network analysis.
Abstract
We generalize the normalized combinatorial Laplace operator for graphs by defining two Laplace operators for hypergraphs that can be useful in the study of chemical reaction networks. We also investigate some properties of their spectra.
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