
handle: 10835/4905
The problem of the possibility to recover the time-dependent state of a whole population system out of the observation of certain components has been studied in earlier publications, in terms of the observability concept of mathematical systems theory. In the present note a method is proposed to effectively calculate the state process. For an illustration an observer system for a simple food web is numerically constructed.
Observability, observers, Ecology, Observability of nonlinear systems, Applied Mathematics, Lotka–Volterra systems, Lotka-Volterra systems, observability of nonlinear systems, Observers
Observability, observers, Ecology, Observability of nonlinear systems, Applied Mathematics, Lotka–Volterra systems, Lotka-Volterra systems, observability of nonlinear systems, Observers
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