Algebraic structures of F -manifolds via pre-Lie algebras

Algebraic structures of F -manifolds via pre-Lie algebras

Vladimir Dotsenko;Vladimir Dotsenko;
annali di matematica pura ed applicata (1923 -) 2018 Vol. 198 pp. 517-527
127
dotsenko2018annalialgebraic

Abstract

We relate the operad $${\textit{FMan}}$$ FMan controlling the algebraic structure on the tangent sheaf of an F-manifold (weak Frobenius manifold) defined by Hertling and Manin to the operad $${\textit{PreLie}}$$ PreLie of pre-Lie algebras: for the filtration of $${\textit{PreLie}}$$ PreLie by powers of the ideal generated by the Lie bracket, the associated graded object is  $${\textit{FMan}}$$ FMan .

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doi:10.1007/s10231-018-0787-z
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