In this paper the problem of the compatibility of the tangency relations Tli (ai, bi, k, p) (i = 1, 2) of the rectifiable arcs in the generalized metric spaces is considered. Some sufficient conditions for the compatibility of these relations of the rectifiable arcs have been given here.
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In this paper some problems connected with the compatibility of the tangency relations of sets in generalized metric spaces are considered. After introducing in the first part of the paper the basic notions related to the above, in the second part we will give certain sufficient conditions for the compatibility of the tangency relations of sets of some classes.
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In this paper the problem of the homogeneity of some tangency relation of sets for the rectifiable arcs in the generalized metric spaces is considered. Some sufficient conditions for the homogeneity of this relation are given.
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