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Title of Journal: Results Math

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Abbravation: Results in Mathematics

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Springer International Publishing

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DOI

10.1016/0032-3950(62)90498-7

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1420-9012

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Stability of Two Types of Cubic Fuzzy SetValued F

Authors: Zhihua Wang
Publish Date: 2015/05/15
Volume: 70, Issue: 1-2, Pages: 1-14
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Abstract

This paper considers the Jensen type cubic fuzzy setvalued functional equation and the ndimensional cubic fuzzy setvalued functional equation We establish the Hyers–Ulam stability of these two types of cubic fuzzy setvalued functional equations by using the fixed point method Our results can be regarded as two extensions of stability results corresponding to singlevalued functional equations and setvalued functional equations respectively

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  3. Defect and Area in Beltrami–Klein Model of Hyperbolic Geometry
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  19. Conditions for Starlikeness of Multivalent Functions
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