Coexistence Properties of Some Predator-Prey Systems under Constant Rate Harvesting and Stocking.
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WISCONSIN UNIV-MADISON MATHEMATICS RESEARCH CENTER
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The global behaviour of a class of predator-prey systems, modelled by a pair of non-linear ordinary differential equations, under constant rate harvesting andor stocking of both species, is presented. Theoretically possible structures and transitions are developed and validated by computer simulations. The results are presented as transition loci in the F-G prey harvest rate - predator harvest rate plane. Author
- Theoretical Mathematics
- Operations Research