INSTITUTE OF MATHEMATICS · POLISH ACADEMY OF SCIENCES BANACH CENTER PUBLICATIONS ISSN: 0137-6934(p) 1730-6299(e)

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Cohomology $C_{\infty}$-algebra and rational homotopy type

Tornike Kadeishvili¹
Banach Center Publ. 85 (2009), 225-240
doi:10.4064/bc85-0-16
Abstract: In the rational cohomology of a 1-connected space a structure of $C_{\infty}$-algebra is constructed and it is shown that this object determines the rational homotopy type.

MSC (2010): Primary 55P62; Secondary 55S30.
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1. A. Razmadze Mathematical Institute
   M. Aleksidze St. 1
   0193 Tbilisi, Georgia
   

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