Abstract
The aim of this paper is to improve some recent results of Noiri and Popa on multifunctions by utilizing the concepts of almost \(\beta\)-continuous and weakly \(\alpha\)-continuous multifunctions. We give some more results on strong irresolvability.
Citation
Jiling Cao. Julian Dontchev. "On some weaker forms of continuity for multifunctions." Real Anal. Exchange 22 (2) 842 - 852, 1996/1997.
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