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An instructor from Karbala University publishes a paper in an international journal within a scholar

Convergence and its Properties on Soft Sb -Metric Spaces

      Dhuha Abdulameer Kadhim1      Mushtaq K. Abd Al-Rahem2         Zainab H. Abood3              

dhuhaa.ebada@uokufa.edu.iq         mushtag.k@uokerbala.edu.iq       zainab.hasan@uokerbala.edu.iq    

1 University of Kufa, College of Education for Girls, Department of Mathematic

2,3 University of Karbala, College of Administration and Economics, Department of Statistics.

 Abstract
The primary motivation behind this article is to consider an alternative type of speculation of metric space is named a soft -metric space. The definition of a soft -metric space presented. Cauchy sequence, convergent sequence, and contractive sequence in soft -metric space with providing a few outcomes on it given. Examples are given to delineate soft -metric space.