Titlebook: Analysis and Control of Age-Dependent Population Dynamics; Sebastian Ani?a Book 2000 Springer Science+Business Media B.V. 2000 Optimal con

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Optimal Control of Population Dynamics,he optimal control and the optimal value of the cost functional. We shall also present a fractional step scheme for a certain nonlinear problem. This scheme gives a very good method of approximating the optimal control.

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Analysis of Population Dynamics with Diffusion,venience we do not take the most general hypotheses. However we choose a sufficiently large framework in order to cover the most important aspects related to models with diffusion. The study concerns models with homogeneous Neumann boundary conditions. By similar methods we can treat models with homogeneous Dirichlet boundary conditions.

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Walter Kr?mer,Olaf Schoffer,Lars Tschierschol and the optimal harvest. The next two sections concern controllability for the linear model with controllers acting in the whole domain, and for this case we shall indicate a feedback control, or acting in a subdomain, and in this case we will establish the existence of a control which realizes the goal.