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Original Articles

On the population model of the non-autonomous logistic equation of second order with period-two parameters

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Pages 231-257 | Received 24 Jun 2006, Accepted 08 Apr 2007, Published online: 24 Jun 2008

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April J. Harry, Candace M. Kent & Vlajko L. Kocic. (2012) Global behavior of solutions of a periodically forced Sigmoid Beverton–Holt model. Journal of Biological Dynamics 6:2, pages 212-234.
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Vimal Singh. (2011) New criteria for global asymptotic stability of direct-form digital filters utilizing single saturation nonlinearity. Journal of Difference Equations and Applications 17:9, pages 1281-1290.
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V.L. Kocic. (2011) Global behaviour of solutions of a nonautonomous delay logistic difference equation, II. Journal of Difference Equations and Applications 17:4, pages 487-504.
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Sihem OUDİNA, Mohamed Amine KERKER & Abdelouahab SALMİ. (2022) On the global behavior of the rational difference equation \(y_{n+1}=\frac{\alpha_n+y_{n-r}}{\alpha_n+y_{n-k}}\). Results in Nonlinear Analysis 5:3, pages 312-324.
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Jiabo Xu, Zhidong Teng & Shujing Gao. (2011) Almost sufficient and necessary conditions for permanence and extinction of nonautonomous discrete logistic systems with time-varying delays and feedback control. Applications of Mathematics 56:2, pages 207-225.
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