Approximation for age-structured population models using projection methods.
"In this paper we present a class of rapidly convergent numerical schemes to solve the Sharpe-Lotka model equation from age-dependent population dynamics.  This work is based on spline approximation techniques described by Banks and Kappel for functional differential equations.  We provide a motivation for and description of a generalized problem which under suitable conditions is equivalent to the Sharpe-Lotka problem, we describe approximation in general which exploits the Hilbert space structure in which the generalized problem is set, and for a particular space of approximating functions we obtain estimates on the rates of convergence."
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D000367:Age Factors; D003710:Demography; D008962:Models, Theoretical; D011153:Population; D011154:Population Characteristics; D012106:Research
Age Factors; Demographic Factors; Models, Theoretical; Population; Population Characteristics; Research Methodology; World