In coupled replicator-mutator dynamics with delays and filters, antagonistic branches split into weak, intermediate (delay-induced Hopf), and strong (filter instability) regimes, with antiphase performance signals and a delay-budget rule.
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Implementation Filters and Delay-Budget Instability in Coupled Replicator--Mutator Dynamics
In coupled replicator-mutator dynamics with delays and filters, antagonistic branches split into weak, intermediate (delay-induced Hopf), and strong (filter instability) regimes, with antiphase performance signals and a delay-budget rule.