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In this paper, we investigate the global attractivity of negative solutions of the nonlinear difference equation x n+1 = 1 − x n−k where A ∈ (−∞, 0), k is a positive integer and initial conditions x −k , · · · , x 0 are arbitrary real numbers. We show that the unique negative equilibrium of above-mentioned equation is a global attractor with a basin under(More)
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