In this note, we show that the proposed approach in J. Xu et al. (2007) [1] fails to obtain the stable solutions to the stable linear dynamical systems with fuzzy initial conditions. As it will be explained, this shortcoming ...

In this note, it is shown that some obtained results in Solaymani Fard amd Ghal-Eh (2011) are not true.

This paper is concerned with the solution of Linear Time Varying

[LTV] control systems. The concept of a solution for LTV systems is defined

on the basis of finding the fundamental matrix corresponding to LTV ...

Fuzzy linear systems (FLSs) are used in practical situations, where some of the systems’ parameters or variables are uncertain. To date, investigations conducted on FLSs are restricted to those in which the uncertainty is ...

In this paper, the solution to fuzzy fractional diffusion problem is presented. Fuzzy fractional

diffusion problem is considered by replacing the first order derivative of time with the Caputo-type

fuzzy ...

In this paper, a new approach for numerical solution of fuzzy linear non-autonomous systems is considered. Fuzzy linear non-autonomous system is a subset of the Fuzzy Differential Equations [FDEs]. We introduce our approach ...

To assess of diabetes mellitus, extensive mathematical studies have been done to date. Up to now, many crisp mathematical models have described this phenomenon, but with the aim of controlling and modelling diabetes mellitus ...

تعیین نقاط تعادل سیستم های دینامیکی اهمیت بسیار زیادی داردبه خصوص در تعیین سیستم های دینامیکی و ناحیه جذب که در نظریه کنترل نقش به سزایی دارد و از سویی دیگر تعیین این نقاط در سیستم های غیر خطی چند ورودی و چند خروجی به مراتب ...

In this paper, the solution to Fuzzy Fractional Initial Value Problem [FFIVP] under Caputotype

fuzzy fractional derivatives by a modified fractional Euler method is presented. The

Caputo-type fuzzy fractional ...

In this paper, using the concept of horizontal membership functions, a new definition of fuzzy derivative called granular derivative is proposed based on granular difference. Moreover, a new definition of fuzzy integral ...