In discrete-time ecological models, environmental stochasticity can increase, decrease, or leave unchanged the expected stationary population size, depending on the model, the noisy parameter, and the deterministic baseline used for comparison.
Selfimprovemvent of the inequality between arithmetic and geometric means
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We present a refinement, by selfimprovement, of the arithmetic geometric inequality.
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Population size in stochastic discrete-time ecological dynamics
In discrete-time ecological models, environmental stochasticity can increase, decrease, or leave unchanged the expected stationary population size, depending on the model, the noisy parameter, and the deterministic baseline used for comparison.