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A Bitopological (1,2)∗ Semi-generalised Continuous Maps

Ravi, O., and Thivagar, M. Lellis, (2006) A Bitopological (1,2)∗ Semi-generalised Continuous Maps. Bulletin of the Malaysian Mathematical Sciences Society, 29 (1). pp. 79-88. ISSN 0126-6705

Full text not available from this repository.

Official URL: http://math.usm.my/bulletin/pdf/v29n1/v29n1p10.pdf

Affiliations

P.M. Thevar College, Dept. of Mathematics
Arul Anandar College, Dept. of Mathematics

Abstract

We introduce a new type of generalized sets called $(1,2)\ast$semi-generalized closed sets and a new class of generalized functions called $(1,2)\ast$semi-generalized continuous maps. We obtain several characterizations of this class and study its bitopological properties and investigate the relationships with other new functions like $(1,2)\ast g$-continuous maps and $(1,2)\ast gc$-irresolute maps.


2000 Mathematics Subject Classification: 54E55

Item Type:Journal
Keywords:(1,2)* sg-closed set, (1,2)* g-continuous map, (1,2)* gc-irresolute map, (1,2)* sg-continuous map.
Subjects:Q Science, Computer Science
ID Code:1436

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[9] 0. Ravi and M. L. Thivagar, Remarks on extensions of (1,2)*g-closed mappings in bitopological spaces, preprint.

[10] 0. Ravi and M. L. Thivagar, On Stronger forms of (1, 2)*quotient mappings in bitopological spaces, Internat. J. Math. Game Theory and Algebra, to appear.

[11] 0. Ravi and M. L. Thivagar, A note on (1,2)* λ-irresolute functions, preprint.

[12] P. Sundaram, H. Maki and K. Balachandran, Semi-generalized continuous maps and semi T½ spaces, Bull. Fukuoka Univ. Ed. III 40 (1991), 33—40.

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