Title of article
A Note On LS-Category and Topological Complexity Of Real Grassmannian Manifolds
Author/Authors
Akhtarifar, Fezzeh Urmia University, Urmia , Asadi, Mohammad Ali Urmia University, Urmia
Pages
14
From page
1
To page
14
Abstract
Let Gk,n be the Grassmann manifold of k-planes in R n+k . In this paper we calculate topological complexity of G2(R 4 ) by using zero cup length. Also we will find the lower and upper bounds of the topological complexity of some Grassmann manifolds by the same method.
Keywords
Lusternik - Schnirelmann category , Topological complexity , cup-length , zero divisor cup-length
Journal title
Journal of Mathematical Extension(IJME)
Serial Year
2022
Record number
2702292
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