Abstract
In this paper, new classes of non-continuous functions and multifunctions stronger than lower (upper) $\beta$-continuous functions and multifunctions due to Popa and Noiri [28] and [30] are introduced and investigated for characterizing the covering property $\beta$-closedness [7] from different angles.
Citation
C. K. Basu. M. K. Ghosh. "Non-Continuous Functions Associated With A Covering Property Defined By β-OpenSets." Real Anal. Exchange 35 (1) 65 - 78, 2009/2010.
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