Mingshu Peng

发表

Pinning synchronization of delayed complex dynamical networks with nonlinear coupling

Ranran Cheng, Mingshu Peng, Weibin Yu, 2014 .

Rich dynamics caused by delay in a nonchaotic Rulkov map

Ranran Cheng, Mingshu Peng, Guanghui Wang, 2017 .

Multiple bifurcations and periodic “bubbling” in a delay population model

Mingshu Peng, Mingshu Peng, 2005 .

Oscillation criteria for second-order nonlinear differential equations with impulses☆

Weigao Ge, Mingshu Peng, W. Ge, 2000 .

Symmetry breaking, bifurcations, periodicity and chaos in the Euler method for a class of delay differential equations

Mingshu Peng, 2005 .

Effective approaches to explore rich dynamics of delay-differential equations

Mingshu Peng, 2005 .

The use of the Euler method in identification of multiple bifurcations and chaotic behavior in numerical approximation of delay-differential equations ☆

Mingshu Peng, A. Ucar, 2004 .

STABILITY CRITERIA AND MULTIPLE BIFURCATION ANALYSIS FOR SOME NONLINEAR CONTINUOUS-TIME COUPLED SYSTEMS WITH MULTIPLE DELAYS

Xiaozhong Yang, Mingshu Peng, Zhan-wei Wang, 2011 .

Complex dynamics in discrete delayed models with D4 symmetry

Yuan Yuan, Mingshu Peng, 2008 .

Rich dynamics in some discrete-time car-following models

Mingshu Peng, Xiujuan Wang, 2019 .

The oscillation/nonoscillation of nonlinear difference equations

W. Ge, Mingshu Peng, Qianli Xu, 2000 .

Bifurcation and stability analysis of nonlinear waves in Dn symmetric delay differential systems

Mingshu Peng, Mingshu Peng, 2007 .

Higher-codimension bifurcations in a discrete unidirectional neural network model with delayed feedback.

Lihong Huang, Mingshu Peng, Guanghui Wang, 2008, Chaos.

Local Hopf bifurcation analysis and global existence of periodic solutions in a gene expression model with delays

Mingshu Peng, Jinchen Yu, 2016 .

Rich dynamics in some generalized difference equations

Mingshu Peng, Xiujuan Wang, 2020, Discrete & Continuous Dynamical Systems - S.

Complex dynamics in simple delayed two-parameterized models

Mingshu Peng, Xiujuan Wang, Jinchen Yu, 2012 .

Stability analysis and rich oscillation patterns in discrete-time FitzHugh–Nagumo excitable systems with delayed coupling

Ranran Cheng, Mingshu Peng, Xiujuan Wang, 2014 .

Traveling Waves for Delayed Cellular Neural Networks with Nonmonotonic Output Functions

Mingshu Peng, R. Yuan, Cheng-Hsiung Hsu, 2014 .

Local Hopf bifurcation analysis and global existence of periodic solutions in a gene expression model with delays

Mingshu Peng, Jinchen Yu, 2016, Nonlinear Dynamics.

Nonautonomous motion study on accelerated and decelerated solitons for the variable-coefficient Lenells-Fokas model.

Mingshu Peng, Xing Lü, Xing Lü, 2013, Chaos.

Systematic construction of infinitely many conservation laws for certain nonlinear evolution equations in mathematical physics

Mingshu Peng, Xing Lü, Xing Lü, 2013 .

Painlevé-integrability and explicit solutions of the general two-coupled nonlinear Schrödinger system in the optical fiber communications

Mingshu Peng, Xing Lü, Xing Lü, 2013 .

Bubbling phenomenon in a discrete economic model for the interaction of demand and supply

Mingshu Peng, Xiaozhong Yang, Xiaozhong Yang, 2009 .

Rich dynamics of discrete delay ecological models

Mingshu Peng, Mingshu Peng, 2005 .

Stability analysis and rich oscillation patterns in discrete-time FitzHugh–Nagumo excitable systems with delayed coupling

Ranran Cheng, Mingshu Peng, Xiujuan Wang, 2014, Nonlinear Dynamics.

New stability criteria and bifurcation analysis for nonlinear discrete-time coupled loops with multiple delays.

Mingshu Peng, Xiaozhong Yang, Xiaozhong Yang, 2010, Chaos.

Higher-codimension bifurcations caused by delay

Mingshu Peng, R. Yuan, 2009 .

Bifurcation and chaotic behavior in the Euler method for a Ucar prototype delay model

Mingshu Peng, 2004 .

Adaptive synchronization for complex networks with probabilistic time-varying delays

Ranran Cheng, Mingshu Peng, Ranran Cheng, 2016, J. Frankl. Inst..

New criteria for the oscillation and existence of monotone solutions of second-order nonlinear difference equations

Weigao Ge, Qianli Xu, Mingshu Peng, 2000, Appl. Math. Comput..

Painlevé-integrability and explicit solutions of the general two-coupled nonlinear Schrödinger system in the optical fiber communications

Xing Lü, Mingshu Peng, 2013, Nonlinear Dynamics.

Synchronization and Desynchronization in a Delayed Discrete Neural Network

Yuan Yuan, Mingshu Peng, Yuan Yuan, 2007, Int. J. Bifurc. Chaos.

On the synchronization of delay discrete models

Er-Wei Bai, Karl E. Lonngren, Mingshu Peng, 2004 .

Bifurcation and chaotic behavior in the Euler method for a Kaplan-Yorke prototype delay model

Mingshu Peng, Mingshu Peng, 2004 .

Asymptotic and oscillatory behavior of solutions of certain second-order nonlinear difference equations☆

Weigao Ge, Lihong Huang, Mingshu Peng, 1999 .

Pinning Synchronization of Complex Dynamical Networks with Variable-Delayed Coupling by Periodically Intermittent Control

Ranran Cheng, Mingshu Peng, Jinchen Yu, 2020 .

Synchronization for discrete-time complex networks with probabilistic time delays

Haifen Li, Ranran Cheng, Mingshu Peng, 2019, Physica A: Statistical Mechanics and its Applications.

Stability and bifurcation analysis for the Kaldor–Kalecki model with a discrete delay and a distributed delay

Mingshu Peng, Jinchen Yu, 2016 .

Nonautonomous motion study on accelerated and decelerated solitons for the variable-coefficient Lenells-Fokas model.

Xing Lü, Mingshu Peng, 2013, Chaos.

Rich oscillation Patterns in a Simple Discrete-Time Delayed Neuron Network and its Linear Control

Guanghui Wang, Mingshu Peng, G. Wang, 2009, Int. J. Bifurc. Chaos.

Stability, Symmetry-Breaking bifurcations and Chaos in Discrete Delayed Models

Yuan Yuan, Mingshu Peng, Yuan Yuan, 2008, Int. J. Bifurc. Chaos.