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A Note on soft order sets in Topological Spaces

International Conference on Algebra and Discrete Mathematics (ICADM-2020) on 24 to 26, June 2020, Department of Mathematics, DDE, Madurai Kamaraj University, Tamil Nadu, India. International Journal of Computer Science (IJCS) Published by SK Research Group of Companies (SKRGC)

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Abstract

In this paper, we define a soft ordered topological space by adding a partial order relation to the structure of a soft topological space. Here, monotone soft sets and soft increasing (decreasing) operators are presented and their properties are analyzed in detail. We also introduce the notions of ordered soft separation axioms, namely, p-soft..... Download PDF...

References

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4. T. M. Al-Shami, M. E. El-Shafei, M. Abo-Elhamayel, On Soft ordered maps, General letters in Mathematics (2018), 5(3) 118-131.

5. P. Das, Separation axioms in ordered spaces, Soochow J. Math (2004), 30(4) 447-454.

6. W. K. Min, A note on soft topological spaces, Compute Math Application (2011), 62 3524-3528.

 

Keywords

Soft increasing (decreasing) operator and p-soft

Image
  • Format Volume 8, Issue 2, No 1, 2020
  • Copyright All Rights Reserved ©2020
  • Year of Publication 2020
  • Author M.DAVAMANI CHRISTOBER, S.SAHANA
  • Reference IJCS-363
  • Page No 2453-2458

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