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Start Over Topic harvesting Topic mathematical models Publication Year Range Last 50 years Journal biophysical reviews & letters
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1. Prey-Predator Three Species Model Using Predator Harvesting Holling Type II Functional.

Author

Vijaya, S. and Rekha, E.

Subjects
PREDATION, SPECIES diversity, HARVESTING, BIFURCATION theory, PONTRYAGIN'S minimum principle, MATHEMATICAL models
Abstract

This paper presents three species harvesting model in which there is one predator species and two others are prey species. We derive boundedness and equilibrium point for this system. Also we derive the stability of this system analytically. We find bifurcation for this system. We have derived the binomic equilibrium point by using Pontryagin's maximum principle (PMP). Presented are various suitable analytical and numerical examples with Maple 18 programming. [ABSTRACT FROM AUTHOR]

Published
2016
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