Exponential Euler discrete schemes have been widely employed in the studies of Caputo
fractional order differential equations, but almost no literature concerns the Caputo–Fabrizio …

We start by presenting the concept of Stepanov-like weighted pseudo almost automorphic
on time-space scales. Besides, we introduce a novel model of high-order BAM neural …

In this paper, we consider a fractional-order octonion-valued Hopfield neural network. Based
on the fixed point theorem and analytical technique, we first establish the existence and …

The main aim of this survey article is to present several known results about vector‐valued
almost periodic functions and their applications. We separately consider almost periodic …

Nonautonomous Dynamics Page 1 Springer Monographs in Mathematics David N. Cheban
Nonautonomous Dynamics Nonlinear Oscillations and Global Attractors Page 2 Springer …

In this paper, we analyze various classes of multi-dimensional ρ-almost periodic type
functions F: I× X→ Y and multi-dimensional (ω, ρ)-almost periodic type functions F: I× X→ Y …

The main aim of this work is to study a class of neutral type Fuzzy Cellular Neural Networks
(FCNNs) with mixed delays and D operator. New criteria are established for the existence …

This paper is concerned with an impulsive Cohen–Grossberg neural networks with mixed
delays. Under proper conditions, we studied the existence, the uniqueness and the global …

In this paper, we introduce and analyze several new classes of multi-dimensional almost
automorphic functions which generalize the classical one of Bochner. We develop the basic …

In this paper, we study the existence and global exponential stability of almost automorphic
solutions for Clifford‐valued high‐order Hopfield neural networks by direct method. That is to …