Optimal birth control of population dynamics.
The authors studied optimal birth control policies for an age-structured population of McKendrick type which is a distributed parameter system involving 1st order partial differential equations with nonlocal bilinear boundary control.  The functional analytic approach of Dubovitskii and Milyutin is adopted in the investigation.  Maximum principles for problems with a free end condition and fixed final horizon are developed, and the time optimal control problems, the problem with target sets, and infinite planning horizon case are investigated.
D003710:Demography; D008962:Models, Theoretical; D011153:Population; D011157:Population Dynamics; D011640:Public Policy; D012106:Research
Demographic Factors; Models, Theoretical; Policy; Population; Population Dynamics; Population Policy; Research Methodology; Social Policy