The Journal of Difference Equations and Applications · 1996 · 13 citations · 1 references
Natural SciencesMathematicsDifferential EquationsDynamical SystemsPopulation BiologyDifference EquationsNumerical Methods For Differential EquationsPopulation DynamicsPopulation Dynamics ModelingPopulation Growth DynamicsSystems Of Differential EquationsDifference Equation ModelsHigher-order Difference EquationsNonlinear Difference EquationsPeriodic Solutions Of Differential EquationsPopulation Growth Models
In this paper we apply the method initially developed in [1] for differential-difference equations, to the case of difference equations, in order to find 2 and 3-periodic solutions of some equations that often appear in the literatures as are for instance the case of Applications 2,5 which are examples of population growth models, and Application 4, which is a standard example of nonlinear higher order scalar difference equation depending on two parameters (see, Kocik and Ladas [3]).
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