A complete short-wave asymptotic expansion is constructed for systems with indirect prey-taxis driven by external signals, then applied to analyze Kapitza-like stabilization or destabilization of species equilibria.
Averaging a High-Frequency Hyperbolic System of Quasi- linear Equations with Large Summands
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Short-wave signal versus indirect prey-taxis
A complete short-wave asymptotic expansion is constructed for systems with indirect prey-taxis driven by external signals, then applied to analyze Kapitza-like stabilization or destabilization of species equilibria.