On Soft Metric Spaces
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2016, Vol 12, Issue 3
Abstract
After the famous article of Moldotsove [10] in 1999 which initiate the theory of soft sets as a mathematical theory to deal with the uncertainty problems, many research works in the softbmathematics and its applications in various fields are appeared. In [17], the authers introduced a new definition of the soft metric function using the soft elements. By this definition each soft metric in view of Das and Samanta [6] is also a soft metric in our concept but the converse is not true. In the present paper, some soft topological properties are given in details, namely (soft compactness, soft sequentially compactness, continuity and uniformly continues of soft functions between soft topological spaces). We hope that the findings in thispaper will help researcher enhance and promote the further study on soft topology to carry out a general framework for theirapplications in practical life.
Authors and Affiliations
radwa mohamed hassan
Keywords
Related Articles
- EP ID EP651738
- DOI 10.24297/jam.v12i3.452
- Views 155
- Downloads 0
The Randic index of line, subdivision and total graphs of some graphs
The Randic index R(G) of an organic molecule whose molecular graph is G is the sum of the weights of all edges uv of G, where denote the degree of vertex u(or v). In this paper, we compute the Randic in...
Some properties of the superior and inferior semi inner product function associated to the 2-norm
Special properties that the scalar product enjoys and its close link with the norm function have raised the interest of researchers from a very long period of time. S.S. Dragomir presents concrete generalizations o...
Some Universal Constructions For I- Fuzzy Topological Spaces II
Hamouda E. H. [J. of Advances in Math. Vol 6 (2014), 973-941] has introduced some universal constructions in the category FTOP, whose objects are the I-fuzzy topological spaces(x,,F) where X is an ordinary set, is a fuzz...
The solutions Degenerate Elliptic-Parabolic Equations
We prove some a priori estimates of solutions for degenerate elliptic-parabolic equations.
A characterization of the existence of generalized stable sets
The generalized stable sets solution introduced by van Deemen (1991) as a generalization of the von Neumann and Morgenstern stable sets solution for abstract systems. If such a solution concept exists, then it is e...