Quantum Annular Homology and Bigger Burnside Categories
Mediterranean Journal of Mathematics
Doi 10.1007/s00009-024-02693-2
Volumen 21
2024-08-01
Citas: 0
© The Author(s) 2024.As part of their construction of the Khovanov spectrum, Lawson, Lipshitz and Sarkar assigned to each cube in the Burnside category of finite sets and finite correspondences, a finite cellular spectrum. In this paper, we extend this assignment to cubes in Burnside categories of infinite sets. This is later applied to the work of Akhmechet, Krushkal and Willis on the quantum annular Khovanov spectrum with an action of a finite cyclic group: we obtain a quantum annular Khovanov spectrum with an action of the infinite cyclic group.
55P42, 57K18, Burnside category, Khovanov homology, Khovanov spectra, locally compact spectra
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