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The existence of infinitely many solutions of the following Dirichlet problem for p-mean curvature operator:{-div((1+|△↓u|^2)p-2/2△↓u)=f(x,u),x∈Ω. u∈W^1-p 0(Ω）. is considered,where Ωis a bounded domain in R^n(n>P>1)with smooth boundary δΩ.Under some