Abstract
For a cyclic A-infinity algebra, a potential recording the structure constants can be defined. We define an analogous potential for a homotopy cyclic A-infinity algebra and prove its properties. On the other hand, we find another different potential for a homotopy cyclic A-infinity algebra, which is related to the algebraic analogue of generalized holonomy map of Abbaspour, Tradler and Zeinalian.
Citation
Cheol-Hyun Cho. Sangwook Lee. "Potentials of homotopy cyclic A-infinity algebras." Homology Homotopy Appl. 14 (1) 203 - 220, 2012.
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