H. Xi

发表

Lyapunov-type inequality for a higher order dynamic equation on time scales

T. Sun, H. Xi, 2016, SpringerPlus.

Existence of the nonoscillatory solutions of higher order neutral dynamic equations on time scales

T. Sun, H. Xi, Chunyan Tao, 2015 .

Oscillation for Higher Order Dynamic Equations on Time Scales

T. Sun, H. Xi, Qiuli He, 2013 .

Kamenev-type oscillation criteria for higher-order nonlinear dynamic equations on time scales

Xin Wu, T. Sun, H. Xi, 2013 .

Asymptotic Behavior of Solutions of Higher-Order Dynamic Equations on Time Scales

T. Sun, H. Xi, X. Peng, 2011 .

Asymptotic behaviors of higher order nonlinear dynamic equations on time scales

T. Sun, H. Xi, Weiyong Yu, 2011 .

Oscillation Criteria for Fourth-Order Nonlinear Dynamic Equations on Time Scales

T. Sun, H. Xi, Changhong Chen, 2013 .

OSCILLATORY BEHAVIOR AND COMPARISON FOR HIGHER ORDER NONLINEAR DYNAMIC EQUATIONS ON TIME SCALES y

T. Sun, H. Xi, Weiyong Yu, 2012 .

Global stability for a delay difference equation

T. Sun, H. Xi, Mingde Xie, 2009 .

Stability of Solutions for a Family of Nonlinear Difference Equations

T. Sun, H. Xi, Caihong Han, 2008 .

Nonoscillatory Solutions for System of Neutral Dynamic Equations on Time Scales

Zhanhe Chen, T. Sun, H. Xi, 2014, TheScientificWorldJournal.

On boundedness of the solutions of the difference equation xn

T. Sun, H. Xi, Huizhong Wu, 2006 .

On the global behavior of the nonlinear difference equation xn

T. Sun, H. Xi, 2006 .

Existence of Monotone Solutions of a Difference Equation

T. Sun, H. Xi, Weizhen Quan, 2008 .

On the solutions of a class of difference equations

T. Sun, H. Xi, 2005 .

On convergence of the solutions of the difference equation x n+1 1 + (x n-1 )/x n )*

T. Sun, H. Xi, 2007 .

On Boundedness of Solutions of the Difference Equation xn+1=(pxn+qxn−1)/(1+xn) for q>1+p>1

Weiyong Yu, Taixiang Sun, Hongjian Xi, 2009 .

On the system of rational difference equations xn+1 = f(yn-q, xn-s), yn+1 = g(xn-t, yn-p)

T. Sun, H. Xi, 2006 .

On the system of rational difference equations xn+1 = f(xn,yn-k), yn+1 = f(yn, xn-k)

T. Sun, H. Xi, Liang Hong, 2006 .

On the basin of attraction of the two cycle of the difference equation

T. Sun, H. Xi, 2007 .

Global behavior of the nonlinear difference equation xn+1=f(xn-s,xn-t)

T. Sun, H. Xi, 2005 .

Bifurcation of Limit Cycles in Small Perturbation of a Class of Liénard Systems

Xianbo Sun, Hamid R. Z. Zangeneh, Hongjian Xi, 2014, Int. J. Bifurc. Chaos.

Global Behavior of the Difference Equation ${x}_{n+1}=(p+{x}_{n-1})/(q{x}_{n}+{x}_{n-1})$

Caihong Han, Taixiang Sun, Hongjian Xi, 2010 .

Kamenev-type oscillation criteria for higher-order nonlinear dynamic equations on time scales

Xin Wu, T. Sun, H. Xi, 2013 .

Erratum to: The Centre and the Depth of the Centre for Continuous Maps on Dendrites with Finite Branch Points

T. Sun, H. Xi, 2017 .

Global behavior of a higher-order rational difference equation

T. Sun, H. Xi, 2006 .

On boundedness of the difference equation xn+1 = pn + (xn-3s+1 / xn-s+1) with period-k coefficients

Taixiang Sun, Hongjian Xi, Qiuli He, 2011, Appl. Math. Comput..

Dynamics of a max-type system of difference equations

T. Sun, H. Xi, 2016, Analysis and Mathematical Physics.

On the solutions of a system of difference equations with maximum

Taixiang Sun, Hongjian Xi, T. Sun, 2016, Appl. Math. Comput..

Nonoscillatory Solutions for Higher-Order Neutral Dynamic Equations on Time Scales

T. Sun, H. Xi, Weiyong Yu, 2010 .

Special $$\alpha $$α-Limit Points and $$\gamma $$γ-Limit Points of a Dendrite Map

T. Sun, H. Xi, G. Su, 2018 .

The Centre and the Depth of the Centre for Continuous Maps on Dendrites with Finite Branch Points

T. Sun, H. Xi, 2017 .

Non-wandering sets of the powers of dendrite maps

T. Sun, H. Xi, Qiuli He, 2017 .

Equicontinuity of maps on a dendrite with finite branch points

T. Sun, H. Xi, G. Su, 2017 .

The Centre and the Depth of the Centre for Continuous Maps on Dendrites with Finite Branch Points

T. Sun, H. Xi, 2016, Qualitative Theory of Dynamical Systems.

Non-wandering Sets for Dendrite Maps

T. Sun, H. Xi, Chunyan Tao, 2015 .

Equicontinuity of dendrite maps

Zhanhe Chen, T. Sun, H. Xi, 2014 .

Non-wandering Sets for Dendrite Maps

T. Sun, H. Xi, Chunyan Tao, 2014, Qualitative Theory of Dynamical Systems.

Dendrite maps whose every periodic point is a fixed point

T. Sun, H. Xi, Qiuli He, 2014 .

Topological Limits and ω-Limit Sets of the Dendrite Maps

T. Sun, H. Xi, Chunyan Tao, 2014 .

Intra-orbit separation of dense orbits of dendrite maps

T. Sun, H. Xi, Qiuli He, 2013 .

Special α -Limit Points and γ -Limit Points of a Dendrite Map

T. Sun, H. Xi, G. Su, 2017 .

Existence of the nonoscillatory solutions of higher order neutral dynamic equations on time scales

T. Sun, H. Xi, Chunyan Tao, 2015 .

Lyapunov inequalities for a class of nonlinear dynamic systems on time scales

T. Sun, H. Xi, Qiuli He, 2016 .

Dynamics of a max-type system of difference equations

T. Sun, H. Xi, 2016 .

On Boundedness of Solutions of the Difference Equation for

T. Sun, H. Xi, Weiyong Yu, 2009 .

with period-k coefficients q

T. Sun, H. Xi, Qiuli He, 2011 .

On boundedness of solutions of the difference equation $x_{n+1}=p+\frac{x_{n-1}}{x_{n}}$ for p<1

T. Sun, H. Xi, Qiuli He, 2014 .

On boundedness of solutions of the difference equation xn + 1 = p + xn − 1 xn for p < 1

T. Sun, H. Xi, 2013 .

On Boundedness of Solutions of the Difference

T. Sun, H. Xi, Weiyong Yu, 2009 .