420 FUZZY LINEAR PROGRAMMING: OPTIMIZATION OF AN ELECTRIC CIRCUIT MODEL
Texto
Imagem
Documentos relacionados
In this study , Fuzzy geometric programming approach is used to determine the optimal compromise solution of a multi-objective two stage fuzzy transportation problem,
Abstract: Present paper improves the model of Bector and Chandra on duality in fuzzy linear programming by using non-linear membership functions.. Numerical problem discussed by
In this paper, two kinds of fuzzy approaches are proposed to obtain a satisfactory solution of the decision maker, where the first one is for multiobjective stochastic linear
We use the construction of fuzzy metric on the set of probability measures (fuzzy Prokhorov metric) to define an extension operator for the fuzzy (pseudometrics) defined on the
Fuzzy Newton-Cotes formula, such as fuzzy trapezoidal method and fuzzy Simpson method are calculated by integration of fuzzy functions on two and three equally space points.. Also
We show how to apply the method proposed in [1] for solving fully fuzzy linear systems (FFLS) to determine pairs of eigenvalues and eigenvectors of a fuzzy matrix by using the
In [28], the authors introduced a numerical method based on the Taylor polynomials for the approximate solution of the fuzzy pantograph equation with linear functional argument..
the system of linear equations AX b where the elements, aij, of the matrix A are crisp value and the elements, b i are the vector b are fuzzy numbers, is called a fuzzy