1990 · 183 citations · 4 references
Natural SciencesMathematicsSet TheorySpace TheoryTopologyGeneral TopologyTopological Spaces
The paper establishes notation and terminology for topological structures, viewing them as extensions of 1‑sorted structures with a carrier set and a topology of subsets. The authors define a topological space‑like structure I1 by specifying the conditions (Def.
The articles [4], [2], [5], [6], [1], and [3] provide the notation and terminology for this paper. We consider topological structures as extensions of 1-sorted structure as systems 〈 a carrier, a topology 〉, where the carrier is a set and the topology is a family of subsets of the carrier. In the sequel T is a topological structure. Let I1 be a topological structure. We say that I1 is topological space-like if and only if the conditions (Def. 1) are satisfied.
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