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摘要
The asymptotic behavior of nonoscillatory solutions of the superlinear dynamic equation on time scales (r(t)x(Delta)(t))(Delta) p(t)|x(sigma(t))vertical bar(gamma)sgnx(sigma(t)) = 0, gamma > 1, is discussed under the condition that P(t) = lim(tau -> infinity)integral(tau)(t)p(s)Delta s exists and P(t) >= 0 for large t.
