Abstract
In this paper, by using Mawhin’s continuation theorem of coincidence degree theory, sufficient conditions for the existence of positive almost periodic solutions are obtained for the predator-prey Lotka-Volterra competition system with delays 8 > > dui(t) dt = ui(t) � ai(t) − n P l=1 ail(t)ul(t − �il(t)) − m P j=1 bij(t)vj(t − �ij(t)) � ,i = 1,...,n, dvj(t) dt = vj(t) � − rj(t) + n P l=1 djl(t)ul(t − �jl(t)) − m P h=1 ejh(t)vh(t − �jh(t))
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