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Optimal harvesting and stability analysis in a Leslie-Gower delayed predator-prey model

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Figure

FIGURE51 3. The numerical approximations of system (6) when τ = 0 and K0 =.1945 < T1. The positive equilibrium G0(51.1945,9.2150) is a asymptoticallystable.
FIGUREequilibrium 6. The system (6) is globally asymptotically stable around the interior G0 at τ = 16 < τ0 = 95.2311

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