The maximal solution of a restricted subadditive inequality in numerical analysis.
We offer sufficient conditions for the oscillation of all solutions of the perturbed difference equation
Periodic and asymptotically periodic solutions of the nonlinear equation Δ2xn + anf(xn) = 0, n ∈ N, are studied.
For the Abel equation on a real-analytic manifold a dynamical criterion of solvability in real-analytic functions is proved.
We show how results by Diekmann et al. (2007) on the qualitative behaviour of solutions of delay equations apply directly to a resource-consumer model with age-structured consumer population.
Let (Ω,,P) be a probability space and let τ: ℝ×Ω → ℝ be a function which is strictly increasing and continuous with respect to the first variable, measurable with respect to the second variable. Given the set of all continuous probability distribution solutions of the equation we determine the set of all its probability distribution solutions.