Effective computability of rational homotopy type
Unknown
Submitted 1976 | SovietRxiv: ru-197601.85798 | Original in English

Abstract

In this paper the author proves the effective computability of a certain functor constructed by Quillen from the category of simply connected cell complexes to the category of free differential graded Lie algebras over the field of rational numbers. Bibliography: 6 titles.

Submission history

Effective computability of rational homotopy type