TL;DR
This paper demonstrates that the large affine Hecke category can be used to define an oriented, fully extended topological field theory, extending known results to more general convolution categories.
Contribution
It establishes conditions under which ind-coherent convolution categories give rise to topological field theories, generalizing previous results for finite Hecke categories and D-modules.
Findings
Large affine Hecke category defines a topological field theory.
Conditions are established for ind-coherent convolution categories to define such theories.
Extends known results from finite Hecke categories and D-modules.
Abstract
We show that the large affine Hecke category defines an oriented, fully extended topological field theory. More generally, we establish conditions under which ind-coherent convolution categories define such theories, analogously to known results for finite Hecke categories and -modules.
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