Components and Unions of Components


In this paper G1 will denote a non empty topological space and V , A will denote subsets of the carrier of G1. Let G1 be a non empty topological structure and let V be a subset of the carrier of G1. The functor Component(V ) yields a subset of the carrier of G1 and is defined by the condition (Def. 1). (Def. 1) There exists a family F of subsets of G1 such… (More)


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@inproceedings{Nakamura1996ComponentsAU, title={Components and Unions of Components}, author={Yatsuka Nakamura}, year={1996} }