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On the convergence of \(x_n = f(x_ {n-2}, x_{n-1})\) when \(f (x, y) < x\) - MaRDI portal

On the convergence of \(x_n = f(x_ {n-2}, x_{n-1})\) when \(f (x, y) < x\) (Q307218)

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scientific article; zbMATH DE number 6621586
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English
On the convergence of \(x_n = f(x_ {n-2}, x_{n-1})\) when \(f (x, y) < x\)
scientific article; zbMATH DE number 6621586

    Statements

    On the convergence of \(x_n = f(x_ {n-2}, x_{n-1})\) when \(f (x, y) < x\) (English)
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    1 September 2016
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    second-order difference equation
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    convergence to zero
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    convergence to prime period two sequences
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    approximating initial conditions for convergence
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