<b>Weakly continuous functions on mixed fuzzy topological spaces<b>

Authors

  • Binod Chandra Tripathy Institute of Advanced Study in Science and Technology
  • Gautam Chandra Ray Central Institute of Technology

DOI:

https://doi.org/10.4025/actascitechnol.v36i2.16241

Keywords:

fuzzy weak continuity, fuzzy point, mixed fuzzy topological space, fuzzy subspace

Abstract

The notions of continuity was generalized in the fuzzy setting by Chang (1968). Later on Azad (1981) introduced some weaker form of fuzzy continuity like fuzzy almost continuity, fuzzy semi-continuity and fuzzy weak continuity. These are natural generalization of the corresponding weaker forms of continuity in topological spaces. Recently Arya and Singal (2001a and b) introduce another weaker form of fuzzy continuity, namely fuzzy subweakly continuity as a natural generalization of subweak continuity introduced by Rose (1984). In this paper we introduce fuzzy weak continuity in mixed fuzzy topological space.

 

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Author Biographies

Binod Chandra Tripathy, Institute of Advanced Study in Science and Technology

Mathematical Sciences Division

Fuzzy topological Spaces

Gautam Chandra Ray, Central Institute of Technology

Mathematics

Fuzzy Topological Spaces

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Published

2014-04-04

How to Cite

Tripathy, B. C., & Ray, G. C. (2014). <b>Weakly continuous functions on mixed fuzzy topological spaces<b>. Acta Scientiarum. Technology, 36(2), 331–335. https://doi.org/10.4025/actascitechnol.v36i2.16241

Issue

Vol. 36 No. 2 (2014)

Section

Matematics

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