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International Journal of Computer Mathematics Volume 87, 2010 - Issue 7
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Section A

Boundedness character of positive solutions of a higher order difference equation

Kenneth S. Berenhaut Department of Mathematics, Wake Forest University, Winston-Salem, NC, USA
,
John D. Foley Department of Mathematics, Wake Forest University, Winston-Salem, NC, USA
&
Stevo Stević Mathematical Institute of the Serbian Academy of Science, Knez Mihailova, Beograd, SerbiaCorrespondence[email protected]
Pages 1431-1435 | Received 12 Jun 2007, Accepted 17 Jun 2008, Published online: 03 Apr 2009

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J.E. Macías-Díaz, F.J. Avelar-González & R.S. Landry. (2015) On an efficient implementation and mass boundedness conditions for a discrete Dirichlet problem associated with a nonlinear system of singular partial differential equations. Journal of Difference Equations and Applications 21:11, pages 1021-1043.
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J.E. Macías-Díaz. (2015) An integro-differential generalization and dynamically consistent discretizations of some hyperbolic models with nonlinear damping. International Journal of Computer Mathematics 92:10, pages 2109-2120.
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Stevo Stević. (2014) On a cyclic system of difference equations. Journal of Difference Equations and Applications 20:5-6, pages 733-743.
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J. E. Macías-Díaz & A. Puri. (2011) On some explicit non-standard methods to approximate nonnegative solutions of a weakly hyperbolic equation with logistic nonlinearity. International Journal of Computer Mathematics 88:15, pages 3308-3323.
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Articles from other publishers (1)

M. D. MORALES-HERNÁNDEZ, I. E. MEDINA-RAMÍREZ, F. J. AVELAR-GONZÁLEZ & J. E. MACÍAS-DÍAZ. (2013) AN EFFICIENT RECURSIVE ALGORITHM IN THE COMPUTATIONAL SIMULATION OF THE BOUNDED GROWTH OF BIOLOGICAL FILMS. International Journal of Computational Methods 09:04, pages 1250050.
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