On Topological µgs-Quotient Functions

The aim of this paper is to introduce θgs-Quotientfunction using θgs-closed sets and study their basic properties

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  • S. G. Crossley and S. K. Hildebrand, Semi-Topological properties, Fund. Math., 74,(1972), 233-254.
  • G.Di. Maio, T. Noiri, 18,(1987), 226-233.
  • On s-closed spaces, Indian. J. Pure and Appl.Math., [3] N. Levine,
  • Semi-open sets and semi-continuity in topological spaces, mer.
  • Math.Monthly, 70,(1963), 36-41 [4] N. Levine,
  • Generalized closed sets in topology, Rend. Circlo. Mat. Palemro., 19(2),(1970), 89-96
  • Govindappa Navavalgi and Md. Hanif Page, On θgs-Neighbourhoods, Indian Jour- nal of Mathematics and Mathematical Sciences, Vol.4, No.1,(June-2008), 21-31.
  • Govindappa Navavalgi and Md. Hanif Page, On θgs-continuity and θgs- Irresoluteness,Internatonal Journal of Mathematics and Computer Sciences and Technology, Vol.1, No.1,(Jan-June-2008), 95-101.
  • Govindappa Navavalgi and Md. Hanif Page, On θgs-Open and θgs-Closed func- tions,Proycecciones Journal of Mathematics, Vol.28,(April-2009), 111-123.
  • Govindappa Navavalgi and Md. Hanif Page, On Some separation axioms via θgs- open sets,Bulletin of Allahabad Mathematical Society, Vol.25,Part 1,(2010), 13-22.
  • Md. Hanif Page, On Some more properties of θgs-Neighbourhodds,American Jour- nal of Applied Mathematics and Mathematical Analysis, Vol.1, No.2,(2012).
  • Md. Hanif Page, On strongly θgs-continuous functions,International Journal of
  • Advances in Management, Technology and Engineering Sciences, Vol.II, Issue 3, Dec-2012, 55-58.