Noiri and Valeriu Popa A GENERALIZATION OF ω - CONTINUITY
نویسندگان
چکیده
In this paper, by using mg∗-closed sets [23], we define and investigate the notion of mg∗-continuity which is a generalization of ω-continuity [32] or ĝ-continuity [35].
منابع مشابه
Noiri and Valeriu Popa FURTHER PROPERTIES OF QUASI M - CONTINUOUS FUNCTIONS
We obtain the further properties of quasi Mcontinuous functions which were introduced and investigated in order to establish the unified theory for several variations of quasi-continuity between bitopological spaces.
متن کاملTakashi Noiri and Valeriu Popa ON ITERATE MINIMAL STRUCTURES AND M - ITERATE CONTINUOUS FUNCTIONS
We introduce the notion of mIT -structures determined by operators mInt and mCl on an m-space (X,mX). By using mIT -structures, we introduce and investigate a function f : (X,mIT ) → (Y,mY ) called MIT -continuous. As special cases of MIT -continuity, we obtain M -semicontinuity [21] and M -precontinuity [23].
متن کاملSLIGHTLY m - CONTINUOUS MULTIFUNCTIONS BY TAKASHI NOIRI AND VALERIU
We introduce a new class of multifunctions called a slightly m-continuous multifunction which is a generalization of both slightly continuous functions [10] andm-continuous multifunctions [33]. In this paper we obtain several properties of such a multifunction.
متن کاملTakashi Noiri and Valeriu Popa MINIMAL STRUCTURES , m - OPEN MULTIFUNCTIONS IN THE SENSE OF KURATOWSKI AND BITOPOLOGICAL SPACES
By using m-open multifunctions from a topological space into an m-space, we establish the unified theory for several weak forms of open multifunctions in the sense of Kuratowski between bitopological spaces.
متن کاملSLIGHTLY m - CONTINUOUS MULTIFUNCTIONS
We introduce a new class of multifunctions called a slightly m-continuous multifunction which is a generalization of both slightly continuous functions [10] and m-continuous multifunctions [33]. In this paper we obtain several properties of such a multifunction.
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تاریخ انتشار 2010