This paper introduces an algorithmic approach to investigate into the SIG-dimension of graphs, under the sup-norm. We provide an upper bound for the SIG-dimension of graphs, without isolated vertices, which do not contain an induced subgraph isomorphic to K_2,2.

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In this paper, the author introduce and study new notions of continuity, compactness and stability in ditopological texture spaces based on the notions of semig- open and semi-g-closed sets and some of their characterizations are obtained.

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In the present paper, the order preserving property for fuzzy vectors is investigated, and some classes of fuzzy vectors, which have the order preserving property and seem to be useful for applications, are constructed and proposed.

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