We study convergence rates to zero of solutions of the scalar equationwhere f, g, h are globally Lipschitz, xg(x)0 for nonzero x, and k is continuous, integrable, positive and limt--[infinity] k(t-s)/k(t)=1, for s0. Thenfor nontrivial solutions satisfying limt--[infinity] X(t)=0 on A, a set of...

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