On the Sheaf Hn of higher homotopy groups as an abelian covering space

Authors : S BALCI

Pages : 0-0

Doi:10.1501/Commua1_0000000403

View : 14 | Download : 12

Publication Date : 1998-01-01

Article Type : Research Paper

Abstract :Let X be a connected and locally path connected topological space. Constructing the sheaf H of higher homotopy groups on X, its some characterizations are examined. Also, it D is shown that H is a regular covering space as a sheaf of abelian groups. Finally, it is B given “General Lifting Theorem” fc» the sheaf H and constructing the insert ignore into journalissuearticles values(Juotient Sheaf fc» any group subsheaf H` of the sheaf H , it is shown that Q is a covering space as S ..................... ` ` «’n D sheaf of abelian groups.
Keywords : Sheaf Hn, homotopy groups, abelian covering space