A new Perron-Volterra Lyapunov construction unifies stability proofs for rank-one epidemic models and establishes the competitive exclusion partition property for two-strain cases.
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Re-evaluation and mathematical correction of stability, boundedness, equilibria existence, sensitivity analysis, and Hopf bifurcation conditions in an elk-wolf model with refuge and inter-regional movement.
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From the Volterra type Lyapunov functions of Rahman-Zou towards a competitive exclusion partition property for rank one models
A new Perron-Volterra Lyapunov construction unifies stability proofs for rank-one epidemic models and establishes the competitive exclusion partition property for two-strain cases.
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Addendum to "Persistence and extinction in an Elk-Wolf prey-predator system with refuge and inter-regional movement. Appl. Math. Comput. 514 (2026) 129834"
Re-evaluation and mathematical correction of stability, boundedness, equilibria existence, sensitivity analysis, and Hopf bifurcation conditions in an elk-wolf model with refuge and inter-regional movement.