A method for solving fully fuzzy linear system with trapezoidal fuzzy numbers

The Algorithm of MOMC Method (Maximum Supply with Minimum Cost) will be illustrated in the following sections, a case study with a trapezoidal fuzzy

To improve this and to facilitate supplier selection process, the paper discusses a fuzzy - AHP approach using triangular fuzzy numbers to represent decision makers’ comparison

A median value is proposed for the ranking of exponential trapezoidal fuzzy numbers.. For the validation the results of the pro- posed approach are compared with different

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

The proposed study uses the fuzzy analytic hierarchy process for weighing criteria and VIKOR method to rank the suppliers.. The proposed fuzzy VIKOR method of this paper is

The modified fractional Euler method based on a generalized Taylors formula and a modified trapezoidal rule is used for solving initial value problem under fuzzy sequential

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

In this paper, we proposed a new interval-valued distance to approximate interval-valued fuzzy numbers. To this end, we prove the metric properties of our proposed distance.