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Applied Mathematics
Submission
Applied Mathematics
ISSN Print:
2152-7385
ISSN Online:
2152-7393
www.scirp.org/journal/am
E-mail:
am@scirp.org
Google-based Impact Factor:
0.96
Citations
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"
Periodicity and Solution of Rational Recurrence Relation of Order Six
"
written by
Tarek F. Ibrahim Ibrahim
,
published by
Applied Mathematics
,
Vol.3 No.7, 2012
has been cited by the following article(s):
Google Scholar
CrossRef
[1]
Solving nonlinear rational generalized difference equations
2023
[2]
Behavior of two-dimensional competitive system of nonlinear rational recursive sequence
2023
[3]
Behaviour of two-dimensional competitive system of nonlinear difference equations of higher order
2019
[4]
Formulas and properties of some class of nonlinear difference equations
2018
[5]
Formulas and properties of some class of nonlinear difference equations.
Journal of Computational Analysis & Applications
,
2018
[6]
Qualitative study of a higher order rational difference equation
Hacettepe Journal of Mathematics and Statistics
,
2018
[7]
ON SOME SOLVABLE SYSTEMS OF DIFFERENCE EQUATIONS WITH SOLUTIONS ASSOCIATED TO FIBONACCI NUMBERS
2017
[8]
Qualitative Study and the Expressions of Solutions for Some Difference Equations
2016
[9]
On the solutions of a higher-order difference equation in terms of generalized Fibonacci sequences.
Mathematical Methods in the Applied …
,
2016
[10]
On the solutions of a higher-order difference equation in terms of generalized Fibonacci sequences
2016
[11]
Form and periodicity of solutions of some systems of higher-order difference equation
2016
[12]
On the solutions of a higher‐order difference equation in terms of generalized Fibonacci sequences
Mathematical Methods in the Applied Sciences
,
2015
[13]
Form and Periodicity of Solutions of Some Systems of Higher-Order Difference Equations
2015
[14]
Dynamics of the rational difference equation
Inf. Sci. Lett
,
2014
[15]
On the Dynamics of the Higher Order Nonlinear Rational Difference Equation
MA El-Moneam - t.naturalspublishing.com
,
2014
[16]
On a third order rational difference equation with variable coefficients
2013
[17]
On a third-order rational difference equation with variable coefficients
DCDIS Series B: Applications & Algorithms
,
2013
[1]
On the solutions of a higher-order difference equation in terms of generalized Fibonacci sequences
Mathematical Methods in the Applied Sciences
,
2016
DOI:
10.1002/mma.3745
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