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[HTML][HTML] Global Stability of a Second-Order Exponential-Type Difference Equation
In this work, we explore the boundedness and local and global asymptotic behavior of the
solutions to a second-order difference formula of the exponential type ξ n+ 1= a+ b ξ n− 1+ c …
solutions to a second-order difference formula of the exponential type ξ n+ 1= a+ b ξ n− 1+ c …
Dynamical behavior of rational difference equation xn+ 1= xn-17±1±xn-2 xn-5 xn-8 xn-11 xn-14 xn-17
In this paper, we study the qualitative behavior of the rational recursive sequences xn+ 1= xn-
17±1±xn-2 xn-5 xn-8 xn-11 xn-14 xn-17, n∈ N 0 where the initial conditions are arbitrary …
17±1±xn-2 xn-5 xn-8 xn-11 xn-14 xn-17, n∈ N 0 where the initial conditions are arbitrary …
Dynamical Behavior of Rational Difference Equation
In this paper, we study the qualitative behavior of the rational recursive sequences x_ n+ 1=
x_ n-15 ± 1 ± x_ n-3 x_ n-7 x_ n-11 x_ n-15,\quad n ∈ N _ 0 xn+ 1= xn-15±1±xn-3 xn-7 xn …
x_ n-15 ± 1 ± x_ n-3 x_ n-7 x_ n-11 x_ n-15,\quad n ∈ N _ 0 xn+ 1= xn-15±1±xn-3 xn-7 xn …
[PDF][PDF] Solving nonlinear rational generalized difference equations
TF Ibrahim - 2023 - researchgate.net
1 Introduction Page 1 Dynamics of Continuous, Discrete and Impulsive Systems http:monotone.uwaterloo.ca/∼journal
Solving nonlinear rational generalized difference equations Tarek F. Ibrahim1,2 …
Solving nonlinear rational generalized difference equations Tarek F. Ibrahim1,2 …
[PDF][PDF] Behavior of two-dimensional competitive system of nonlinear rational recursive sequence
TF Ibrahim - 2023 - researchgate.net
1 Introduction Page 1 Dynamics of Continuous, Discrete and Impulsive Systems http:monotone.uwaterloo.ca/∼journal
Behavior of two-dimensional competitive system of nonlinear rational recursive sequence …
Behavior of two-dimensional competitive system of nonlinear rational recursive sequence …
The Dynamical Behavior of Second-Order Rational Nonlinear Difference Equations Through Kam Theory
R Yan, Q Zhang - Available at SSRN 5081997 - papers.ssrn.com
Through the utilization of the Kolmogorov-Arnold-Moser (KAM) theory, an examination is
conducted on the stability of the positive elliptic fixed point within the framework of the …
conducted on the stability of the positive elliptic fixed point within the framework of the …
[PDF][PDF] A Brief Discussion on Birkhoff Normal Forms, KAM Theory, Periodicity and Symmetries for Certain Rational Difference Equation with Cubic Terms
M Nurkanovic, Z Nurkanovic - mehmednurkanovic.com
In this chapter, by using the Kolmogorov-Arnold-Moser (KAM) theory, we investigate the
stability of the positive elliptic equilibrium point of the difference equation xn+ 1= Ax3 n+ B …
stability of the positive elliptic equilibrium point of the difference equation xn+ 1= Ax3 n+ B …
[PDF][PDF] Behavior of a third order nonlinear generalized rational recursive sequence
TF Ibrahim, A KHALIQ, B OGUL - 2012 - ejma.euap.org
BEHAVIOR OF A THIRD ORDER NONLINEAR GENERALIZED RATIONAL RECURSIVE
SEQUENCE 1. Introduction Difference equations or discrete dyn Page 1 DOI: 10.28919/ejma.2023.3.7 …
SEQUENCE 1. Introduction Difference equations or discrete dyn Page 1 DOI: 10.28919/ejma.2023.3.7 …