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Soft topology is an important concept of topology that enables us to study the nuances of a topology onto a soft set. We extend the concept of soft topological space to N-soft topological space. Further, we characterize N-soft open, N-soft closed, N-soft neighborhood as well as N-soft subspace are introduced and arrived at some important results. It provides a base to research work in the field of N-soft topology and will help to establish a general framework for applications in practical fields.

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Remarks on N-Soft Topological Space

  • 会议论文

  • 发表日期：

    2026年

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  • G. Kabin Antony,
  • B. Tamilarasan,
  • M. Lellis Thivagar,
  • V. Ramesh

摘要

Soft topology is an important concept of topology that enables us to study the nuances of a topology onto a soft set. We extend the concept of soft topological space to N-soft topological space. Further, we characterize N-soft open, N-soft closed, N-soft neighborhood as well as N-soft subspace are introduced and arrived at some important results. It provides a base to research work in the field of N-soft topology and will help to establish a general framework for applications in practical fields.