This paper is devoted to a new approach for the study of nonlinear age dependent population dynamics. It consists to transform the hyperbolic PDE into a functional integral equation and to investigate it. We get global existence, uniqueness, and local stability results. Some applications to the traditional ecological models are made.

Some considerations on the mathematical approach to nonlinear age dependent population dynamics. Hyperbolic partial differential equations.

MARCATI, PIERANGELO
1983

Abstract

This paper is devoted to a new approach for the study of nonlinear age dependent population dynamics. It consists to transform the hyperbolic PDE into a functional integral equation and to investigate it. We get global existence, uniqueness, and local stability results. Some applications to the traditional ecological models are made.
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11697/11299
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