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math.RT2020★ 3 cited
Equivariant localization in factorization homology and applications in mathematical physics I: Foundations
Dylan Butson
We develop a theory of equivariant factorization algebras on varieties with an action of a connected algebraic group , extending the definitions of Francis-Gaitsgory [FG] and Be…
math.RT2020★ 2 cited
Equivariant localization in factorization homology and applications in mathematical physics II: Gauge theory applications
Dylan Butson
We give an account of the theory of factorization spaces, categories, functors, and algebras, following the approach of [Ras1]. We apply these results to give geometric constructio…