Exact and approximate controllability of the age and space population dynamics structured model

A Unified Boundary Controllability Theory for Hyperbolic and Parabolic Partial Differential Equations

David L. Russell · Studies in Applied Mathematics · 1973 · 337 citations

Natural Sciences, Physics, Dynamical Systems +16

A system of equations for age-dependent population diffusion

Morton E. Gurtin · Journal of Theoretical Biology · 1973 · 123 citations

Life Sciences, Biology, Aging +10

On the Controllability of the Lotka–McKendrick Model of Population Dynamics

Viorel Barbu, Mimmo Iannelli, Maia Martcheva · Journal of Mathematical Analysis and Applications · 2001 · 69 citations

Life Sciences, Biology, Dynamical Systems +13

On a Population Dynamics Control Problem with Age Dependence and Spatial Structure

Bedr’Eddine Aïnseba, Michel Langlais · Journal of Mathematical Analysis and Applications · 2000 · 57 citations

Life Sciences, Biology, Mathematics +16

Age-dependent population diffusion with external constraint

Maria Giovanna Garroni, Michel Langlais · Journal of Mathematical Biology · 1982 · 48 citations

Life Sciences, Biology, Aging +13