We study oscillatory properties of solutions of the Emden-Fowler type differential equation $$ u^{(n)} (t) + p(t)|u(\sigma (t))|^\lambda signu(\sigma (t)) = 0, $$ where 0 < λ < 1, p ∈ Lloc(ℝ+; ℝ), σ ∈ C(ℝ+; ℝ+) and σ(t) ≥ t for t ∈ ℝ+.
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