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Comparison of Predator-Prey Interaction Without and With Non-Linear Migration

2 Comparison of Predator-Prey Interaction Without and With Non-Linear Migration [Pg.131]

As far as the singular points and their stability are concerned, standard analytical procedures will be applied. Evidently, the singular points (Xj, y, Zj) of the system are solutions to the three transcendental equations  [Pg.131]

The linearized equations of motion (4.137) around a singular point Ps(Xs, ys, Zs) are then [Pg.132]

Three particular cases will be analysed further  [Pg.133]

A) the pure Volterra-Lotka model by neglecting migration and saturation of in the refuge habitat [Pg.133]




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Migration and

Non migration

Non-interacting

Predate

Predation

Predator prey interactions

Predators

Predators and prey

Prey

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