Method for Optimizing the Dual of Linear Fuzzy Programming Problems

Authors

  • Frank Dewayne Rogers The University of West Alabama

DOI:

https://doi.org/10.24297/jam.v12i2.540

Abstract

This article’s goal is to support the existence of the dual in a Linear Fuzzy Real environment and focus on its application to Linear fuzzy program problems. This concept will apply to linear fuzzy programming problems that contain fuzzy constraints with a crisp objective function, crisp constraints with a fuzzy objective function, or fuzzy constraints with a fuzzy objective function. It is also proposed here that optimizing fuzzy constraints and objectives of the dual linear program that consist of a triplet and are much like triangular fuzzy numbers, but differ in that they are a hybrid fuzzy number that contains characteristics that are both fuzzy and crisp.

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Author Biography

Frank Dewayne Rogers, The University of West Alabama

Assistant Professor in the mathematics department

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Published

2016-04-15

How to Cite

Rogers, F. D. (2016). Method for Optimizing the Dual of Linear Fuzzy Programming Problems. JOURNAL OF ADVANCES IN MATHEMATICS, 12(2), 5895–5904. https://doi.org/10.24297/jam.v12i2.540

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Section

Articles