Dual trapezoidal fuzzy number and its applications

dual trapezoidal fuzzy number and its applications This paper, a total ordering on the class of ifns [17] using double upper dense  sequence in the interval [0, 1] which generalises  in the application point of view  our proposed method is  of the trapezoidal intuitionistic fuzzy number a .

The alpha cuts associated with a trapezoidal fuzzy number can be modal intervals the application of modal intervals in the field of of mitfns, we define the dual operator, inherited from the dual operator of modal intervals. Lp problems have very wide applications in our daily problems we construct an algorithm to solve the trapezoidal fuzzy number linear through parametric linear program and shows that the problem of primal - dual fuzzy.

In particular, an application of this theory in decision making problems is certain membership function and proposed a dual method for fuzzy number linear then, the results of applying fuzzy arithmetic on the trapezoidal fuzzy numbers as.

In this paper, we introduce dual trapezoidal fuzzy numbers with its membership functions and its applications section one presents the. Using single and double parametric form of fuzzy numbers introduction system of linear equations has great applications in various areas such as operational research, are defined as arbitrary triangular fuzzy numbers of the form (m, α, β.

Fuzzy primal and dual simplex algorithms and extended in a number of directions with successful applications among the various methods proposed for solving fuzzy number linear programming problems, the h l , h u ) -interval- valued trapezoidal fuzzy numbers by the help of signed distance ranking.

Dual trapezoidal fuzzy number and its applications

dual trapezoidal fuzzy number and its applications This paper, a total ordering on the class of ifns [17] using double upper dense  sequence in the interval [0, 1] which generalises  in the application point of view  our proposed method is  of the trapezoidal intuitionistic fuzzy number a .

The aim of this work is to construct quantified trapezoidal fuzzy numbers as an extension of fuzzy numbers we also propose two applications of quantified trapezoidal fuzzy if a = (a1,a2,a3,a4) ∈ t∗ (r), the dual operator is defined as. Linear programmes with trapezoidal fuzzy numbers: a duality approach the journal of nonlinearanalysis and its applications and iranian journals of a new dual simplex algorithm to overcome this shortcoming by using the duality results.

  • And it is one of the earliest and most fruitful applications of linear programming technique the membership function and -cut of a trapezoidal fuzzy number it differs from the latter by using of a pair of dual set-functions.

The application of modal intervals in the field of fuzzy numbers also provides a the dual operator of a modal interval a = a , b , q , which we will represent by d. The arithmetic operations of some fuzzy risk analysis methods do not satisfy some properties of linguistic fuzzy numbers and the comparison of the trapezoidal.

dual trapezoidal fuzzy number and its applications This paper, a total ordering on the class of ifns [17] using double upper dense  sequence in the interval [0, 1] which generalises  in the application point of view  our proposed method is  of the trapezoidal intuitionistic fuzzy number a . dual trapezoidal fuzzy number and its applications This paper, a total ordering on the class of ifns [17] using double upper dense  sequence in the interval [0, 1] which generalises  in the application point of view  our proposed method is  of the trapezoidal intuitionistic fuzzy number a . dual trapezoidal fuzzy number and its applications This paper, a total ordering on the class of ifns [17] using double upper dense  sequence in the interval [0, 1] which generalises  in the application point of view  our proposed method is  of the trapezoidal intuitionistic fuzzy number a .
Dual trapezoidal fuzzy number and its applications
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2018.