Abstract

In this study we want to investing the ways for solving the fuzzy linear systems that the coefficient is a fuzzy number, which is equals a classic number and our aim is to show the fact that whether the answer can be fuzzy systems or not and at the end complete the discussion by a numerical example.

Highlights

  • In applied mathematics Linear functions systems and solving the large proportions is very important for getting the result

  • In most applied program the result are shown with fuzzy numbers instead of classic the use of different methods of math and developing different solutions and getting a suitable is more important than the fuzzy systems or solving them

  • A general solution for a common fuzzy system n×n that coefficient matrix is the fuzzy number and he right hand Column is a number into fuzzy vector and draw a system and replace the main fuzzy system with a classic linear system 2×2 n and solve it by matrix linear system approach

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Summary

INTRODUCTION

In applied mathematics Linear functions systems and solving the large proportions is very important for getting the result. In most applied program the result are shown with fuzzy numbers instead of classic the use of different methods of math and developing different solutions and getting a suitable is more important than the fuzzy systems or solving them. Ezzati (2008, 2011), Friedman et al (1998, 2000), Ma et al (1999) and Wu and Ma (1991) and some other suggested over the fuzzy systems which is the right hand column is fuzzy vector and they investigate the numerical fuzzy systems. Aria {u (r), ū (r)} is out come an E convex carroty which replacing in isomorphic, isometric shape into the Banakh space (Ezzati, 2011)

PROPOSED METHODOLOGY
CONCLUSION
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