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title

Generalized differentiability for one-dimensional convex fuzzy-valued functions and applications

Credit to Download: 1 | Page Numbers 12 | Abstract Views: 42
Year: 2019
COI code: CSCG03_293
Paper Language: English

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Authors Generalized differentiability for one-dimensional convex fuzzy-valued functions and applications

  M. R. Balooch Shahryari, - Department of Mathematics, Kerman Branch, Islamic Azad University, Kerman, Iran.

Abstract:

Throughout this paper, we have presented the concept of one-dimensional convex fuzzy-valued functions from ℝ to the set of fuzzy numbers; using the new generalizeddifference (g-difference). Also the concept of generalized differentiability for convex fuzzy-valued functions is presented; by using the g-difference, and extended generalized g-subgradient and g-subdifferential. Furthermore, One-dimensional convex fuzzyvalued function and fuzzy optimality is described.

Keywords:

Fuzzy numbers; Onedimensional convex fuzzyvalued function; Generalized differentiability; Generalized subgradient and subdifferential; Fuzzyoptimality.

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COI code: CSCG03_293

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Balooch Shahryari,, M. R., 2019, Generalized differentiability for one-dimensional convex fuzzy-valued functions and applications, 3rd International Conference on Soft Computing, رودسر, دانشگاه گيلان, https://www.civilica.com/Paper-CSCG03-CSCG03_293.htmlInside the text, wherever referred to or an achievement of this article is mentioned, after mentioning the article, inside the parental, the following specifications are written.
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The University/Research Center Information:
Type: Azad University
Paper No.: 6755
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