Linear Size-structured Population Models with Spacial Diffusion and Optimal Harvesting Problems. (20th June 2014) - Kato, N.
Abstract : We first investigate linear size-structured population models with spacial diffusion. Existence of a unique mild solution is established. Then we consider a harvesting problem for linear size-structured models with diffusion and show the existence of an optimal harvesting effort to maximize the total price or total harvest.