Random Prediction in Metric Space

Journal > Journal > Journal Vol – 13 No -5, December 2018 > Random Prediction in Metric Space

December 22, 2018

Journal Vol – 13 No -5, December 2018

Authors:

Hind Fadhil Abbas,

DOI NO:

https://doi.org/10.26782/jmcms.2018.12.00011

Keywords:

Random objects,Random prediction,Metric space,Space theory,

Abstract

There are different classes of the graph generation. Node is one of the important parts in graph which is associated with the metric space. The elements of the set are placed very close to each other. These elements are similar to each other having minor or unobservable difference. Hence, it is difficult to find them in a given set in several of applications. The application area finds at many branches like multimedia, computer science and pattern reorganization. Here, we are focused on metric space and its prediction. Also, we have discussed some methods with some examples and the view of all known proposals to organize metric spaces. There are a large number of solutions are available. The notations of a random metric space and tried to prove that space was isometric. The study is focused on universal and random distance matrices. The properties of universal metric space with the properties of distance metric were correlated. Latent metric was also considered. This review includes the different scenarios of metric space with the basic concepts and mathematical formulae.

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Author(s): Hind Fadhil Abbas View Download