Sylvester matrix equations play a prominent role in various areas such as control theory,
medical imaging acquisition systems, model reduction, and stochastic control. Considering …

This paper proposes new matrix methods for solving positive solutions for a positive Fully
Fuzzy Linear System (FFLS). All coefficients on the right hand side are collected in one block …

This paper proposes a new method for solving the fully fuzzy Sylvester matrix equation
(FFSE). This method is considered as an extension of the solution for the positive fully fuzzy …

This paper proposes a new computational method to obtain a positive solution for arbitrary
fully fuzzy linear system (FFLS). The new method transforms the coefficients in FFLS to a …

Analyzing the stability of many control systems required solving a couple of crisp Sylvester
matrix equations (CSMEs) simultaneously. However, there are some situations in which the …

This study proposes a new method for finding a feasible fuzzy solution in positive Fully
Fuzzy Linear System (FFLS), where the coefficients are unknown. The fully fuzzy system is …

One of the applications of linear programing is to get solutions for fully fuzzy linear system
(FFLS) when the near-zero fuzzy number is considered. This usage could be applied to …

In this paper, the consistency of fuzziness of positive solution of the ݊ ൈ ݊ fully fuzzy linear
system (ܲ െ ܨܨܮܵ) is studied based on its associated linear system (ܲ െ ܣܮܵ). That can …

In this paper, an unambiguous graphical interpretation of fully fuzzy linear equation in two
variables where all the parameters are symmetric triangular fuzzy number (STFN) is …

The purpose of this paper is to provide an efficient and practical algorithm for solving fuzzy
linear systems of linear fuzzy real numbers. Accuracy and efficiency of the method based on …