The aim of this article is to study neutral type Clifford-valued high-order Hopfield neural
networks with mixed delays and D operator. New criteria are established for the existence …

This paper introduces a novel neural network approach based on Lie groups to effectively
solve initial value problems of differential equations for nonlinear dynamical systems. Our …

In this work, we prove some existence, global exponential stability and uniqueness results
for measure pseudo almost periodic and automorphic solutions to a class of high-order …

In this paper, we focus on the (μ 1, μ 2)-pseudo-asymptotically τ-periodicity and its
applications. Then, the problems of existence, uniqueness and global exponential stability of …

The purpose of this work is to prove several important results concerning existence and
uniqueness of doubly measures pseudo almost periodic solutions for differential equations …

As I stand here today, after five years of dedicated work and commitment, I reflect on the end
of a significant era. Completing my thesis has been an incredible journey, achievable not …

In this paper, a Lie group-based neural network method is proposed for solving initial value
problems of non linear dynamics. Due to its single-layer structure (MLP), the approach is …

The aim of this article is to study neutral type Clifford-valued highorder Hopfield neural
networks with mixed delays and D operator. New criteria are established for the existence …