Evan Franchere

collaborators

2 papers

math.AT2026

Composition of bispans of $G$ -sets and plethysm

Nathan Cornelius, Evan Franchere, Usman Hafeez +4

Let $P (G)$ be the Grothendieck ring of the semiring of endomorphisms of the point in the $1$ -category of bispans of finite $G$ -sets for a finite group $G$ . This is the bispan analo…

math.AT2021

Self-duality of the lattice of transfer systems via weak factorization systems

Evan E. Franchere, Kyle Ormsby, Angélica M Osorno +2

For a finite group $G$ , $G$ -transfer systems are combinatorial objects which encode the homotopy category of $G$ - $N_{\infty}$ operads, whose algebras in $G$ -spectra are $E_{\infty}$ $G…

Composition of bispans of G-sets and plethysm

Self-duality of the lattice of transfer systems via weak factorization systems

Composition of bispans of $G$ -sets and plethysm