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- W2000337699 abstract "We consider the self-adjoint second order scalar difference equation Δ(r n Δx n + p n x n +1 = 0 , (1) and the matrix system Δ(R n ΔX n + P n X n +1 = 0 , (2) where { r n } ∞ 0 , { p n } ∞ 0 , ({ R n } ∞ 0 , { P n } ∞ 0 ) are sequences of real numbers (d × d Hermitian matrices) with r n > 0, ( R n > 0). We obtain some new oscillation criteria through change of variable techniques combined with consideration of (1) and (2) as perturbations of the cases p n = 0 ( P n = 0)." @default.
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- W2000337699 title "Oscillation results for second order scalar and matrix difference equations" @default.
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- W2000337699 doi "https://doi.org/10.1016/0898-1221(94)00093-x" @default.
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