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Vol. 2, Issue 2

Topological Hochschild homology

Yunfan He (He's affiliation)

Oberdieck and Pixton proved in their work that the generating series of Gromov-Witten classes of elliptic curves are cycle-valued quasimodular forms, and they satisfy a differential equation called holomorphic anomaly equation. We show that the generating series of categorical invariants of elliptic curves also satisfy the HAE with the assumption of their quasimodularity. This is based on joint work with Andrei Caldararu and Junwu Tu.

Date Filmed: June 30, 2026

Location Filmed: Host Institution

Print articles: Preprint / Publication

MSC Codes: MSC Code1, MSC Code2

Funding information: Simons travel grant

Is this what appears at the bottom of synopsis?

Cite this talk

Yunfan He. "Topological Hochschild homology". In: Mathematical Discourse 2.2 (2026). URL: https://mathematical-discourse-sable.vercel.app/issue/vol-2-issue-2/topological-hochschild-homology.