Pairwise semiregular properties on generalized pairwise regular-Lindelof spaces.
Let (X; T1; T2) be a bitopological space and (X; T8(1,2), T8(2,1))its pairwise semiregularization. Then a bitopological property P is called pair-wise semiregular provided ³ that (X; T1; T2) has the property P if and only if (X; T8(1,2), T8(2,1))has the same property. In this paper we study pairwise...
| Main Authors: | , |
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| Format: | Article |
| Language: | English |
| Published: |
University of Istanbul Faculty of Science the Journal of Mathematics, Physics and Astronomy.
2008
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| Online Access: | http://psasir.upm.edu.my/id/eprint/16022/ |
| Summary: | Let (X; T1; T2) be a bitopological space and (X; T8(1,2), T8(2,1))its pairwise semiregularization. Then a bitopological property P is called pair-wise semiregular provided ³ that (X; T1; T2) has the property P if and only if (X; T8(1,2), T8(2,1))has the same property. In this paper we study pairwise semiregular properties of a bitopological space. We prove that pairwise almost regular-Lindelofness and pairwise weakly regular-Lindelofness are pairwise semiregular properties. |
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