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Several kinds of homotopies have been substantially used to study topological properties of digital spaces. The present paper, as a survey article, studies some recent results in the field of homotopy theory associated with Khalimsky topology. In particular, Khalimsky topological properties of digital products related to the establishment of the homotopies are mainly treated.
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참고문헌 (29)
참고문헌 신청
P. Alexandroff / 1937 / Diskrete Raume / Mat. Sb 2:501~518
R. Ayala / 2003 / Homotopy in digital spaces / Discrete Applied Math 125(1):3~24
L. Boxer / 1999 / A classical construction for the digital fundamental group / Jour. of Mathematical Imaging and Vision 10:51~62
S. E. Han / 2000 / On the classification of the digital images up to digital homotopy equivalence / Jour. Comput. Commun. Res 10:207~216
S.E. Han / 2005 / Non-product property of the digital fundamental group / Information Sciences 171(1-3):73~91
R. Ayala / 2003 / Homotopy in digital spaces / Discrete Applied Math 125(1):3~24
L. Boxer / 1999 / A classical construction for the digital fundamental group / Jour. of Mathematical Imaging and Vision 10:51~62
S. E. Han / 2000 / On the classification of the digital images up to digital homotopy equivalence / Jour. Comput. Commun. Res 10:207~216
S.E. Han / 2005 / Non-product property of the digital fundamental group / Information Sciences 171(1-3):73~91
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