Temperature-mediated stability of the interaction between spider mites and predatory mites in orchards

The nonlinear behavior of the Holling-Tanner predatory-prey differential equation system, employed by R.M. May to illustrate the apparent robustness of Kolmogorov's Theorem when applied to such exploitation systems, is re-examined by means of the numerical bifurcation code AUTO 86 with model pa...

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Veröffentlicht in:Experimental & applied acarology 1988-10, Vol.5 (3), p.265-292
Hauptverfasser: Woolkind, D.J. (Washington State Univ., Pullman (USA). Dept. of Pure and Applied Mathematics), Collings, J.B, Logan, J.A
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Sprache:eng
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