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Classification of Rational Homotopy Type for 8-Cohomological Dimension Elliptic Spaces
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作者 Mohamed Rachid Hilal Hassan Lamane my ismail mamouni 《Advances in Pure Mathematics》 2012年第1期15-21,共7页
The different methods used to classify rational homotopy types of manifolds are in general fascinating and various (see [1,7,8]). In this paper we are interested to a particular case, that of simply connected elliptic... The different methods used to classify rational homotopy types of manifolds are in general fascinating and various (see [1,7,8]). In this paper we are interested to a particular case, that of simply connected elliptic spaces, denoted X, by discussing its cohomological dimension. Here we will the discuss the case when dimH*( Χ;Q)=8 and χ(Χ)=0. 展开更多
关键词 RATIONAL HOMOTOPY Theory ELLIPTIC SPACES CLASSIFICATION RATIONAL HOMOTOPY Type MINIMAL Model of Sullivan
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