Global existence and asymptotic stability are established for a four-equation predator-prey cross-diffusion model with two chemicals, with numerical derivation of Turing bifurcation criteria showing pattern dependence on predation rate.
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Global dynamics and diffusion-driven pattern formation in a predator-prey system with two chemicals
Global existence and asymptotic stability are established for a four-equation predator-prey cross-diffusion model with two chemicals, with numerical derivation of Turing bifurcation criteria showing pattern dependence on predation rate.