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Topological Hochschild homology via generalized Thom spectra

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HHH - Homotopy harnessing higher structures

We realize certain quotient spectra of an even ring spectrum as generalized Thom spectra and we use this to calculate their topological Hochschild homology. The main point is to analyze how the topological Hochschild homology varies with different choices of multiplicative structure on the quotient spectra. We also compare the topological Hochschild homology to twisted homology of free loop spaces. This represents joint work with Samik Basu.

This talk is part of the Isaac Newton Institute Seminar Series series.

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