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Existence of periodic solution of Nicholson-type system with nonlinear density-dependent mortality
Published 28 Jan 2020 in math.CA | (2001.10522v1)
Abstract: This article studies an $\omega$-periodic system of Nicholson-type differential equations with nonlinear density-dependent mortality rate. Using the degree theory we obtain sufficient conditions for the existence of a positive solution $\omega$-periodic. Our result complement previous researches on the subject.
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