TL;DR
This paper explores group models for fusion systems, constructing homology decompositions for models by Robinson and Leary-Stancu, advancing understanding of their algebraic and topological properties.
Contribution
It introduces new homology decompositions for existing group models of fusion systems, enhancing their algebraic analysis.
Findings
Homology decompositions for Robinson models
Homology decompositions for Leary-Stancu models
Improved understanding of fusion system models
Abstract
We study group models for fusion systems and construct homology decompositions for the models of Robinson and Leary-Stancu type.
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