摘要

By using the generalized continuation theorem, the existence of at least two positive periodic solutions for a non-autonomous delayed periodic predator-prey model with harvesting x'(t) = x(t)[r(t) - a(t)x(t)] - b(t)x(t)/m+x(t) y(t) - h(1)(t), y'(t) = y(t)[c(t)x(t tau(t))/m+x(t-tau(t)) - d(t)] - h(2)(t) is established. The method used here is more convenient than Mawhin's continuation theorem. And the main results show that the harvesting terms consult in the additional periodic solution.