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Community matrix

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A matrix whose eigenvalues determine the stability of singular points in the Lotka-Volterra predator-prey model

If Re λ > 1, point is unstable If Re λ < 1, point is stable If Re λ = 1, point is neutrally stable




References

1. Murray, J D., Mathematical Biology 1: An introduction., Springer, third edition.


Category:predation

Category:fixed points

Category:differential equations

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