A new Fourier-Mukai equivalence identifies the formal-group circle of an elliptic curve with the affinization of the curve, showing that two definitions of elliptic Hochschild homology agree and degenerate to ordinary and Hodge Hochschild homology.
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Fourier--Mukai equivalences for formal groups and elliptic Hochschild homology
A new Fourier-Mukai equivalence identifies the formal-group circle of an elliptic curve with the affinization of the curve, showing that two definitions of elliptic Hochschild homology agree and degenerate to ordinary and Hodge Hochschild homology.