A competitive Lotka–Volterra system of two equations is studied. It is shown that if the coefficients are continuous, periodic and satisfy certain average conditions then a positive periodic solution exists which is globally asymptotically stable in R^2+.
Global Stability in competitive periodic systems
LISENA, Benedetta
2004-01-01
Abstract
A competitive Lotka–Volterra system of two equations is studied. It is shown that if the coefficients are continuous, periodic and satisfy certain average conditions then a positive periodic solution exists which is globally asymptotically stable in R^2+.File in questo prodotto:
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