Theorems on R. Stoltenberg's locally compact bitopological spaces

Author
I.Dochviri
Faculty of Informatics and Control Systems, Department of Applied Mathematics,Georgian Technical University,77, M. Kostava, Tbilisi 0175, Georgia;
Abstract
In the paper new structural properties of R. Stoltenberg's locally compact bitopological spaces are established.
Keywords
locally bitopological space, structural property, Stoltenberg space
DOI
doi:10.30970/ms.27.2.216-219
Reference
1. C. Alegre, J. Ferrer, and V. Gregori, On pairwise Baire bitopological spaces // Publ. Math. Debrecen, 55 (1399), 3--15.

2. I. Dochviri, Characterization of some qitopological properties via pairwise sets // Proc. A. Razmadze Math. Inst., 140 (2006), 75--82.

3. I. Dochviri, On some properties of bitopological QHC spaces // Lithuanian Math. Journ., 46 (2006), no. 2, 150--154.

4. B. P. Dvalishvili, Bitopological spaces: theory, relations with generalized algebraic structures and applications. Math. Studies 199, North-Holland, Elsevier, 2005.

5. R. Engelking, General topology. (Russian Edit.) Moscow, Publ. House Mir, 1986.

6. T. Fukutake, On $(T_i,T_j)-$Baire spaces // Bull. Fukuoka Univ. Educ., 41, III (1992), 35--40.

7. R. C. Haworth and R. A. McCoy, Baire spaces // Dissert. Math., 141 (1977).

8. J. C. Kelly, Bitopological spaces // Proc. London Math Soc., 9 (1963), no. 13, 71--89.

9. R. Stoltenberg, On quasi-metric spaces // Duke Math. J., 36 (1969), 65--71.

Pages
216-219
Volume
27
Issue
2
Year
2007
Journal
Matematychni Studii
Full text of paper
pdf
Table of content of issue