C. Kent

most citedOn the Boundedness of Positive Solutions of the Reciprocal Max-Type Difference Equation

x_{n} = max {\frac{A _{n - 1}^{1}}{x _{n - 1}}, \frac{A _{n - 1}^{2}}{x _{n - 2}}, \dots, \frac{A _{n - 1}^{t}}{x _{n - t}}}

with Periodic Parameters

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math.DS2013★ 2 cited

On the Boundedness of Positive Solutions of the Reciprocal Max-Type Difference Equation $x_{n} = max {\frac{A _{n - 1}^{1}}{x _{n - 1}}, \frac{A _{n - 1}^{2}}{x _{n - 2}}, \dots, \frac{A _{n - 1}^{t}}{x _{n - t}}}$ with Periodic Parameters

Daniel W. Cranston, Candace M. Kent

We investigate the boundedness of positive solutions of the reciprocal max-type difference equation \[ x_{n}=\max\left\{\frac{A_{n-1}^{1}}{x_{n-1}}, \frac{A_{n-1}^{2}}{x_{n-2}}, \l…

On the Boundedness of Positive Solutions of the Reciprocal Max-Type Difference Equation xn​=max{xn−1​An−11​​,xn−2​An−12​​,…,xn−t​An−1t​​} with Periodic Parameters

On the Boundedness of Positive Solutions of the Reciprocal Max-Type Difference Equation $x_{n} = max {\frac{A _{n - 1}^{1}}{x _{n - 1}}, \frac{A _{n - 1}^{2}}{x _{n - 2}}, \dots, \frac{A _{n - 1}^{t}}{x _{n - t}}}$ with Periodic Parameters