Web28 Jan 2016 · A soft metric space (\tilde {U},d) is called complete if every Cauchy sequence in (\tilde {U},d) converges to some soft point of Ũ. In this case, we say that the soft metric d is complete. Soft metrics inducing compatible metrics Web11 Jul 2024 · For this target, we define soft 2-metric spaces which we call as 2s-metric spaces, for short, by giving several illustrative examples. Then we introduce elementary …
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WebIn the present paper, we define Dislocated Soft Metric Space and discuss about the existence and uniqueness of soft fixed point of a cyclic mapping in soft dislocated metric space. We also prove the unique soft fixed point theo-rems of a cyclic mapping in the context of dislocated soft metric space. Exam-ples are given for support of the results. WebThe soft set X~ with a fuzzy soft metric is called a fuzzy soft metric space and denoted by X;~ ; : Consequently the mappings dand mentioned above, don’t have same structure but they have same name. In this paper we give a new de nition which is called soft fuzzy metric spaces, by using soft points of soft sets drawbacks of investment benchmarking
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Web25 Mar 2016 · Some soft topological properties and fixed soft element results in soft complex valued metric spaces. In this paper, first, by using the idea of soft complex … WebA metric space is a set equipped with a distance function, which provides a measure of distance between any two points in the set. The distance function, known as a metric, must satisfy a collection of axioms. One represents a metric space S S … Web5 Sep 2024 · 3.6: Normed Linear Spaces. By a normed linear space (briefly normed space) is meant a real or complex vector space E in which every vector x is associated with a real number x , called its absolute value or norm, in such a manner that the properties (a′) − (c′) of §9 hold. That is, for any vectors x, y ∈ E and scalar a, we have. drawbacks of intrinsic motivation