C∞ SOFT MANIFOLDS

Marziyeh Mostafavi

C∞ SOFT MANIFOLDS

Year 2017, Issue: 18, 64 - 73, 01.09.2017

Abstract

In this paper, we briefly recall several basic notions of soft sets and soft topological spaces and we continue investigating the properties of soft mappings, soft continuous mappings and soft homeomorphisms. We introduce and discuss the properties of the soft topological manifolds of dimension n and define C∞soft manifolds which will strengthen the foundations of the theory of soft geometry. We study restriction of a soft mapping and then define submanifolds

Keywords

−Soft set, soft mapping, soft continuity, soft topological space, C∞soft manifold

Year 2017, Issue: 18, 64 - 73, 01.09.2017

Marziyeh Mostafavi

Abstract

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Details

Other ID	JA27TN75ZA
Journal Section	Research Article
Authors	Marziyeh Mostafavi This is me
Publication Date	September 1, 2017
Submission Date	September 1, 2017
Published in Issue	Year 2017 Issue: 18

Cite

APA	Mostafavi, M. (2017). C∞ SOFT MANIFOLDS. Journal of New Theory(18), 64-73.
AMA	Mostafavi M. C∞ SOFT MANIFOLDS. JNT. September 2017;(18):64-73.
Chicago	Mostafavi, Marziyeh. “C∞ SOFT MANIFOLDS”. Journal of New Theory, no. 18 (September 2017): 64-73.
EndNote	Mostafavi M (September 1, 2017) C∞ SOFT MANIFOLDS. Journal of New Theory 18 64–73.
IEEE	M. Mostafavi, “C∞ SOFT MANIFOLDS”, JNT, no. 18, pp. 64–73, September 2017.
ISNAD	Mostafavi, Marziyeh. “C∞ SOFT MANIFOLDS”. Journal of New Theory 18 (September 2017), 64-73.
JAMA	Mostafavi M. C∞ SOFT MANIFOLDS. JNT. 2017;:64–73.
MLA	Mostafavi, Marziyeh. “C∞ SOFT MANIFOLDS”. Journal of New Theory, no. 18, 2017, pp. 64-73.
Vancouver	Mostafavi M. C∞ SOFT MANIFOLDS. JNT. 2017(18):64-73.

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