Hamada, Sayaka(Editorial Universitat Politècnica de València, 2015-04-01)
[EN] The aim of this paper is to prove a known fact that the digital line is cotractible. Hence we have that the digital space $({\bf Z}^{n}, \kappa^{n})$ is also cotractible where $({\bf Z}^{n}, \kappa^{n})$ is $n$ products ...
Peters, James Francis; Vergili, Tane(Universitat Politècnica de València, 2023-04-05)
[EN] This paper introduces proximal path cycles, which lead to the main results in this paper, namely, extensions of the Mitsuishi-Yamaguchi Good Coverning Theorem with different forms of Tanaka good cover of an Alexandrov ...
Benkafadar, Nasreddine Mohamed; Gel'man, Boris Danielovich(Editorial Universitat Politècnica de València, 2015-04-01)
[EN] In the paper one defines topological invariants of type degree for morphisms in the category Top₍₂₎ of topological pairs of spaces and continuous single valued maps, which admit homological n-spheres as target and ...