Author： Dobrinskaya N.E.
Publisher： Springer Publishing Company
ISSN： 0016-2663
Source： Functional Analysis and Its Applications, Vol.35, Iss.2, 2001-04, pp. : 83-89
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Abstract
The classification problem for quasitoric manifolds over a given polytope P^n is considered. The known construction of weights, which was used in the study of the similar problem for toric manifolds, is modified. The construction thus obtained is applied to the solution of the above problem in small dimensions. Classification results are also obtained for polytopes that are products of finitely many simplices of arbitrary dimensions.
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