Browsing by Author "Meric E.T."

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    Computing higher dimensional digital homotopy groups
    (2014) Meric E.T.; Vergili T.; Karaca I.
    In this paper, we study out a method for computing digital homotopy groups in higher dimensions. We investigate the relation between a digital image and its nth homotopy group when n is greater than 1 and show that a digital covering map which is a radius 2 local isomorphism induces an isomorphism between digital homotopy groups in higher dimensions. © 2014 NSP Natural Sciences Publishing Cor.