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DOUBLE CONNECTED SPACES

Year 2017, Issue: 17, 0 - 16, 01.07.2017

A. Kandil O. A. E. Tantawy S. A. El-sheikh S. Hussien

Abstract

Abstaract−In this paper, we introduce new types of double connected topological spaces. The first one depends on the separated double sets and the other one depends on the quasi-coincident separated double sets. The properties and the relation between them have investigated. Also, we defined and study the component of each type and the properties of these types of component have obtained

Keywords

−Separated double sets q-separated double sets double connected q-double connected DC1−connected strongly double connected strongly q-double connected double components qdouble components and q-hyperconnected in double topological spaces

Year 2017, Issue: 17, 0 - 16, 01.07.2017

A. Kandil O. A. E. Tantawy S. A. El-sheikh S. Hussien

Abstract

There are 0 citations in total.

Details

Other ID JA43PE54ZJ
Journal Section Research Article
Authors

A. Kandil This is me

O. A. E. Tantawy This is me

S. A. El-sheikh This is me

S. Hussien This is me

Publication Date July 1, 2017
Submission Date July 1, 2017
Published in Issue Year 2017 Issue: 17

Cite

APA Kandil, A., Tantawy, O. A. E., El-sheikh, S. A., Hussien, S. (2017). DOUBLE CONNECTED SPACES. Journal of New Theory(17), 0-16.
AMA Kandil A, Tantawy OAE, El-sheikh SA, Hussien S. DOUBLE CONNECTED SPACES. JNT. July 2017;(17):0-16.
Chicago Kandil, A., O. A. E. Tantawy, S. A. El-sheikh, and S. Hussien. “DOUBLE CONNECTED SPACES”. Journal of New Theory, no. 17 (July 2017): 0-16.
EndNote Kandil A, Tantawy OAE, El-sheikh SA, Hussien S (July 1, 2017) DOUBLE CONNECTED SPACES. Journal of New Theory 17 0–16.
IEEE A. Kandil, O. A. E. Tantawy, S. A. El-sheikh, and S. Hussien, “DOUBLE CONNECTED SPACES”, JNT, no. 17, pp. 0–16, July 2017.
ISNAD Kandil, A. et al. “DOUBLE CONNECTED SPACES”. Journal of New Theory 17 (July 2017), 0-16.
JAMA Kandil A, Tantawy OAE, El-sheikh SA, Hussien S. DOUBLE CONNECTED SPACES. JNT. 2017;:0–16.
MLA Kandil, A. et al. “DOUBLE CONNECTED SPACES”. Journal of New Theory, no. 17, 2017, pp. 0-16.
Vancouver Kandil A, Tantawy OAE, El-sheikh SA, Hussien S. DOUBLE CONNECTED SPACES. JNT. 2017(17):0-16.


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