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This paper studies the dynamics and stability of a stage-structured (immature/mature) population. The emphasis is on how resource available to the immature stage indirectly regulates the dynamics of the mature stage, where the resource is defined by a Holling-II function. We present the results from numerical experiments, where inference about stability and predictability of the system dynamics is based on the theory of Lyapunov exponents.

Predictability of Marine Population Trajectories–the effect of delays and resource availability