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Dynamics And Multi-Scale Modeling With Time Delays For Three

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This book presents up-to-date research developments and novel methodologies to solve various stability and control problems of dynamic systems with time delays. it provides the new In this article, we mainly concentrate on the impacts of multiple time delays on bifurcation dynamics in two-neuron neural networks including pitchfork bifurcation, Hopf

In this paper, the dynamical behaviors of a multiple delayed HIV-1 infection model which describes the interactions of humoral, cytotoxic T lymphocyte (CTL) immune responses, and two modes

Dynamic Systems with Time Delays: Stability and Control

Comparison of the modelling accuracy with different time delays. The ...

Abstract This paper analyzes a discrete-time Cournot competition model with time delays taking into consideration the dynamics of market interactions involving one public firm

Download Citation | Threshold dynamics of an HIV-1 model with both virus-to-cell and cell-to-cell transmissions, immune responses, and three delays | In this paper, the However, there is a lack of comprehensive dynamical models capable of studying how these three factors influence chatter stability. To address this gap, this paper proposes a Macroscopic Modeling of Stochastic Deployment Policies with Time Delays for Robot Ensembles T. William Mather and M. Ani Hsieh Abstract We consider the dynamic assignment and

Abstract We consider the dynamic assignment and reassignment of a homogeneous robot ensemble to multiple spatially located tasks with deterministic or near Impulsive control of nonlinear delay systems is studied in this paper, where the time delays addressed may be the constant delay, bounded time-varying delay, or unbounded Request PDF | On Jan 1, 2023, Dianhong Wang and others published Dynamics of an HIV infection model with two time delays | Find, read and cite all the research you need on

Mathematical models using ordinary, partial, and delay differential equations [3] play an important role in understanding the dynamics and tracking the tumor and immune system populations Time delay systems can be described by delay differential equations and often include non-negligible nonlinear effects. This overview article introduces the theme issue In this paper, we study the dynamics of COVID-19 in the UAE with an extended SEIR epidemic model with vaccination, time-delays, and random noise. The stationary ergodic distribution of

An emerging area for modeling with the help of delay equations is real-time dynamic substructuring, or hybrid testing. We introduce the main idea of this technique In this paper, a toxin producing plankton-fish model with three-dimensional patch and time delay is proposed. We assume that a small part of phytoplankton gathers to form a The paper focuses on the accuracy and stability of implicit numerical methods when utilized for the Time Domain Integration (TDI) of power systems with inclusion of time delays. In

Our analysis reveals that the timescale required for producing each component of target multiscale dynamics is appropriately and flexibly selected from the reservoir dynamics by

In this paper, global stabilization is addressed for a class of large-scale nonlinear systems with time delays and unmodeled dynamics. The unmodeled dynamics are coupled with outputs in In this paper, we investigate the dynamics and convergence of a generalized networked evolutionary game, i.e., delayed hyper-networked evolutionary game (HNEG), This article analyzes a fractional-order SEIR infection epidemic model, including time delays and vaccination strategies. Four differential equations describe the infection

Abstract In this paper, global stabilization is addressed for a class of large-scale nonlinear systems with time delays and unmodeled dynamics. Time-Delay Basics Specifying Time Delays This example shows how the Control System Toolbox™ lets you represent, manipulate, and analyze any LTI model with a finite number of

Multi-scale modeling process of RCL units | Download Scientific Diagram

A new SEIRS epidemic model with time delay on a scale-free network is introduced. The basic reproduction number R0 is defined and it does not depend o

Recent literature report has shown that the multi-scale control (MSC) scheme is capable of providing improved performance over the conventional PID controllers for

This paper pays more attention to the dynamic bifurcations of a fractional-order Cohen–Grossberg neural network in the sense of the Caputo fractional derivative with three In this paper, the problem of consensus for discrete-time networked multi-agent systems (NMASs) with a directed topology and diverse time-varying communication delays is

In recent years, the analysis of the dynamics of annular neural networks has received extensive attention and achieved some achievements. However, most of the current

In computational neuroscience, researchers use mathematical models to precisely describe the electrical activity of neurons, treating them as “nodes” in a network, and simulate

A new epidemic SEIR model with discrete delay on complex network is discussed in this paper. The formula of the basic reproduction number R0 for the m Abstract This paper investigates the problems of modeling and robust controller design for nonlinear multiple time-scale systems (MTSSs) with time-delay. An uncertain

The IBM is applied to model heterogenous integrated energy systems (IES) and simulate the multi-time scale dynamics of the IES under conditions of disturbances and faults.

Here we present a novel systematic framework that bridges large-scale simulations and reduced-order models to learn the effective dynamics of diverse, complex systems.

In this paper, consensus problems of multi-agent systems with nonlinear dynamics and time delays are investigated. Two cases are considered that are the system without a Time delay is a ubiquitous phenomenon in chemical engineering. In the development of a practical rigorous model for process system, the influence of time delay Time delay systems can be described by delay differential equations and often include non-negligible nonlinear effects. This overview article introduces the theme issue ‘Nonlinear

The paper mainly aims to extend the deterministic model to a stochastic SQIR case with Lévy jumps and three-time delays, which is more suitable for modeling complex and