zz ifferen 6.1 Introduction Recall that the theory of fuzzy differential equations (FDEs) considered so far utilizes the Hukuhara derivative (H-derivative) for the formulation. We have investigated, in the previous chapters, ...

This chapter is concerned with the necessary concepts and results related to the calculus of fuzzy set-valued mappings, which we call, for short, fuzzy-valued functions or fuzzy functions. These are essentially a family ...

In this chapter, we investigate essentially stability theory via Lyapunov-like functions. We shall also initiate development of fuzzy differential systems utilizing generalized metric spaces. In Section 4.2 we prove a ...

This chapter is devoted to the basic theory of fuzzy differential equations (FDEs). We begin Section 3.2 with the existence and uniqueness result for the initial value problem (IVP) employing the contraction mapping ...