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 ASOS INDEKS
Ultra Generalized Metric Space
2020
Journal:  
Journal of Current Researches on Engineering, Science and Technology
Author:  
Abstract:

In this paper, for n is a natural number such that n→∞, we described ultra generalized metric space as an ultra generalization of a metric space in such a way that the triangle inequality is replaced by similar ones which involve n unit points instead of three. And we give some basic properties about it. For example any ultra generalized metric space may not be a T₁ space.

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Journal of Current Researches on Engineering, Science and Technology

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Journal of Current Researches on Engineering, Science and Technology