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Rational difference equation
A rational difference equation is a nonlinear difference equation of the form where the initial conditions are such that the denominator never…
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Related topics
5 relations
Iterated function
Linear difference equation
Matrix difference equation
Optimal control
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Papers overview
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2016
2016
BIRKHOFF NORMAL FORMS, KAM THEORY, PERIODICITY AND SYMMETRIES FOR CERTAIN RATIONAL DIFFERENCE EQUATION WITH CUBIC TERMS
M. Nurkanović
,
Z. Nurkanović
2016
Corpus ID: 125507198
By using the Kolmogorov-Arnold-Moser (KAM) theory, we investigate the stability of the positive elliptic equilibrium point of the…
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2013
2013
Dynamics of a Nonlinear Rational Difference Equation ABSTRACT | FULL TEXT
S. Das
2013
Corpus ID: 120738980
In this paper, we investigate the dynamical properties of the followingnonlinear difference equation:x n+1 = n x n−2 x n−3 + x n…
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2011
2011
Qualitative behavior of a rational difference equation
X. Qian
,
Shi Qi-hong
2011
Corpus ID: 13024906
This article is concerned with the following rational difference equation yn+1= (yn+ yn-1)/(p + ynyn-1) with the initial…
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2010
2010
Dynamics of the Nonlinear Rational Difference Equation Xn+1 = AXn + BXn−k + (pXn+Xn−k) / (q+Xn-k)
E. Zayed
2010
Corpus ID: 118003192
In this article, we study the global stabitity and the asymptotic properties of the nonnegative solutions of the nonlinear di Xn…
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2010
2010
A NOTE ON GLOBAL BEHAVIOR OF SOLUTIONS AND POSITIVE NONOSCILLATORY SOLUTION OF RATIONAL DIFFERENCE EQUATION
V. Khuong
,
Mai Nam Phong
2010
Corpus ID: 55199087
In this paper, we study the global behaviors of solutions of the fourth-order difference equation
2009
2009
Boundedness, Attractivity, and Stability of a Rational Difference Equation with Two Periodic Coefficients
G. Papaschinopoulos
,
G. Stefanidou
,
C. Schinas
2009
Corpus ID: 37055292
We study the boundedness, the attractivity, and the stability of the positive solutions of the rational difference equation xn
2009
2009
Stability of a generalized Putnam equation
Xiaofan Yang
,
Xingchang Liu
,
Lidan Wang
Applied Mathematics Letters
2009
Corpus ID: 8835955
2009
2009
On the Third Order Rational Difference Equation xn
T. F. Ibrahim
2009
Corpus ID: 4604421
Recently there has been a lot of interest in studying the boundedness character and the periodic nature of nonlinear difference…
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2006
2006
Global behavior of a higher-order rational difference equation
H. Xi
,
T. Sun
2006
Corpus ID: 42075080
We investigate in this paper the global behavior of the following difference equation: , n = 0,1,..., under appropriate…
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2006
2006
Dynamical Behavior Of A Third-Order Rational Difference Equation ∗
Liang Zhang
,
Hai-Feng Huo
,
Limin Miao
,
Hong Xiang
2006
Corpus ID: 125616443
We investigate the dynamical behavior of the following third-order rational difference equation xn+1 = xnxn−1xn−2 + xn + xn−1…
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