Short view

Article in peer-reviewed journal

Frobenius Manifolds and Formality of Lie Algebras of Polyvector Fields Barannikov S. et al International Mathematics Research Notices 1998, 4 (1997) 201-215 - http://hal.archives-ouvertes.fr/hal-00486066

Attached file list to this document:

PDF me9710032v2-1.pdf(206.7 KB)

Author(s)	Sergey Barannikov ()1, Maxim Kontsevich2
Laboratory	1:  DMA - Département de Mathématiques et Applications http://www.dma.ens.fr/ CNRS : UMR8553 – Ecole normale supérieure de Paris - ENS Paris France 2:  IHES - Institut des Hautes Etudes Scientifiques http://www.ihes.fr IHES 35 route de Chartres 91440 Bures sur Yvette France
Subject	Mathematics/Algebraic Geometry
Title	Frobenius Manifolds and Formality of Lie Algebras of Polyvector Fields
Abstract	We construct a generalization of the variations of Hodge structures on Calabi-Yau manifolds. It gives a Mirror partner for the theory of genus=0 Gromov-Witten invariants.
Fulltext language	English
Production date	1997-10-28
DOI	10.1155/S1073792898000166
Journal	International Mathematics Research Notices
Audience	international
Publication date	1997-10-28
Volume	1998
Issue	4
Page, identifiant, ...	201-215
Keyword(s)	Mirror symmetry – Calabi-Yau – Gromov-Witten – Moduli space – Deformation theory – Hodge structure – Periods

hal-00486066, version 1

http://hal.archives-ouvertes.fr/hal-00486066

oai:hal.archives-ouvertes.fr:hal-00486066

From: S. Barannikov <>

Submitted on: Monday, 24 May 2010 21:32:44

Updated on: Tuesday, 25 May 2010 10:47:02