In this study, we present a generalized concept of Seikkala differentiability for fuzzy
functions. It has been shown that this concept and the lateral H-differentiability lead us to the …

This chapter aims to describe a stock dependent memory concerned EOQ model in fuzzy
uncertain situation. Before develo** the EOQ model, a brief theory of fuzzy fractional linear …

In this paper, we present the studies on two kinds of solutions to fuzzy functional integro-
differential equations (FFIDEs). The different types of solutions to FFIDEs are generated by …

In this paper, we establish the global existence and uniqueness results for fuzzy functional
differential equations (FFDEs) by using two different methods. We have extended and …

In this paper, Picard method is proposed to solve the fuzzy second-order nonlinear Volterra–
Fredholm integro-differential equation (FVFIDE) with fuzzy initial conditions under …

This paper is devoted to studying the maximal and minimal solutions for the interval-valued
functional integrodifferential equations (IFIDEs) under generalized Hukuhara differentiability …

In this paper, we prove the existence and uniqueness results for the random fuzzy functional
integro-differential equations under generalized Hukuhara differentiability. For the existence …

Piecewise Constant Controlled Linear Fuzzy Systems Page 1 Archive of SID Available
online at http://ijim.srbiau.ac.ir Int. J. Industrial Mathematics (ISSN 2008-5621) Vol. 4, No. 2 …

In this paper, we consider the random fuzzy integro-differential equations (RFIDEs) under
generalized H-differentiability. The local existence of solutions for RFIDEs with initial …

In this study, we consider the interval-valued integro-differential equations (IIDEs) under
generalized H-differentiability DH g X (t)= F (t, X (t))+∫ t 0 t G (t, s, X (s)) ds, X (t 0)= X 0∈ KC …