Oscillation and nonoscillation for second-order linear difference equations |
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Affiliation: | Department of Applied Mathematics, Ocean University of Qingdao Qingdao, 266003, P.R. China;Department of Mathematics, Xiangtan University Hunan 411105, P.R. China |
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Abstract: | New oscillation and nonoscillation theorems are obtained for the second-order linear difference equation Δ2xn?1 + pnxn = 0, where if pn∞n=1 is a real sequence with pn ≥ 0. |
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