Continuous function by using (1, 2)Sβ - open sets in Bitopological spaces
Resumen
The aim of this paper is to introduce the concept of (1, 2)Sβ -continuous function by using (1, 2)Sβ -open sets in bitopological space and study some of their properties.
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Citas
1. M. E. Abd El-Monsef, S. N. El-Deeb, R. A. Mahmoud, -open sets and -continuity mappings, Bull. Fac. Sci. Assiut
Univ., Vol. 12 (1983), 77-90.
2. N. K. Ahmed, On Some types of separation axioms, M. Sc., Thesis, College of Science, Salahaddin Univ., (1990).
3. A. B.Khalaf, N. K.Ahmed, S -open sets and S -continuity in topological spaces, Thai Journal of Mathematics, Vol. 11
(2) (2013), 319-335.
4. A. C. S. Raj, S. Jackson, T. G. Denosha, Some Continuous functions in Bitopological spaces, OUTREACH Vol. XII,
(2019), 60-67
5. D. Andrijevic, Semi-pre open sets, Mat. Vesnik Vol.38 (1986), 24-32.
6. J.C, Kelly, Bitopological spaces Proc.London Math. Soc.,13 Vol.3 (1963), 71-89.
7. N. Levine, Semi-open Sets and Semi- Continuity in topological spaces, The American Mathematical Monthly, Vol. 70
(1)(1963), 36-41.
8. S. Bose, Semi-open sets, semi-continuity and semi-open mapping in bitopological spaces, Bull. Calcutta Math. Soc.,
Vol.73 (1981), 237-246.
9. V. Subprabha, N. Durgadevi, A New approach to (1, 2)semi-open sets in Bitopological spaces, International Journal of
Mathematics Trends and Technology, Special Issue (2019), 58-61.
Univ., Vol. 12 (1983), 77-90.
2. N. K. Ahmed, On Some types of separation axioms, M. Sc., Thesis, College of Science, Salahaddin Univ., (1990).
3. A. B.Khalaf, N. K.Ahmed, S -open sets and S -continuity in topological spaces, Thai Journal of Mathematics, Vol. 11
(2) (2013), 319-335.
4. A. C. S. Raj, S. Jackson, T. G. Denosha, Some Continuous functions in Bitopological spaces, OUTREACH Vol. XII,
(2019), 60-67
5. D. Andrijevic, Semi-pre open sets, Mat. Vesnik Vol.38 (1986), 24-32.
6. J.C, Kelly, Bitopological spaces Proc.London Math. Soc.,13 Vol.3 (1963), 71-89.
7. N. Levine, Semi-open Sets and Semi- Continuity in topological spaces, The American Mathematical Monthly, Vol. 70
(1)(1963), 36-41.
8. S. Bose, Semi-open sets, semi-continuity and semi-open mapping in bitopological spaces, Bull. Calcutta Math. Soc.,
Vol.73 (1981), 237-246.
9. V. Subprabha, N. Durgadevi, A New approach to (1, 2)semi-open sets in Bitopological spaces, International Journal of
Mathematics Trends and Technology, Special Issue (2019), 58-61.
Publicado
2026-02-16
Sección
Special Issue: Advances in Mathematical Sciences
Derechos de autor 2026 Boletim da Sociedade Paranaense de Matemática
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