SPG-Separation Axioms
Journal: International Journal of Engineering Sciences & Research Technology (IJESRT) (Vol.2, No. 11)Publication Date: 2013-11-30
Authors : S. Balasubramanian; C. Sandhya;
Page : 3099-3107
Keywords : spg-open; semiopen; semipreopen; almost normal; midly normal; M-spg-closed; M-spg-open; rc-continuous.;
Abstract
In this paper by using spg-open sets we define almost spg-normality and mild spg-normality also we continue the study of further properties of spg-normality. We show that these three axioms are regular open hereditary. We also define the class of almost spg-irresolute mappings and show that spg-normality is invariant under almost spg-irresolute M-spg-open continuous surjection. AMS Subject Classification: 54D15, 54D10.
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