Simsek, D., Ogul, B., & Abdullayev, F. (2020). Solution of the maximum of difference equation
xn+1=max{Axn−1,ynxn};yn+1=max{Ayn−1,xnyn}
\matrix{ {x_{n + 1} = max \left\{ {{a \over {x_{n - 1} }},{{y_n } \over {x_n }}} \right\};} & {y_{n + 1} = max \left\{ {{a \over {y_{n - 1} }},{{x_n } \over {y_n }}} \right\}}}. Applied Mathematics and Nonlinear Sciences, 5(1), 275–282. https://doi.org/10.2478/amns.2020.1.00025
D. Simsek, B. Ogul and F. Abdullayev, “Solution of the maximum of difference equation
xn+1=max{Axn−1,ynxn};yn+1=max{Ayn−1,xnyn}
\matrix{ {x_{n + 1} = max \left\{ {{a \over {x_{n - 1} }},{{y_n } \over {x_n }}} \right\};} & {y_{n + 1} = max \left\{ {{a \over {y_{n - 1} }},{{x_n } \over {y_n }}} \right\}}},” Applied Mathematics and Nonlinear Sciences, vol. 5, no. 1, pp. 275–282, 2020, doi: 10.2478/amns.2020.1.00025.
Simsek D, Ogul B, Abdullayev F. Solution of the maximum of difference equation
xn+1=max{Axn−1,ynxn};yn+1=max{Ayn−1,xnyn}
\matrix{ {x_{n + 1} = max \left\{ {{a \over {x_{n - 1} }},{{y_n } \over {x_n }}} \right\};} & {y_{n + 1} = max \left\{ {{a \over {y_{n - 1} }},{{x_n } \over {y_n }}} \right\}}}. Applied Mathematics and Nonlinear Sciences. 2020;5(1):275–282. doi:10.2478/amns.2020.1.00025.
Simsek, D., Ogul, B. and Abdullayev, F. (2020), ‘Solution of the maximum of difference equation
xn+1=max{Axn−1,ynxn};yn+1=max{Ayn−1,xnyn}
\matrix{ {x_{n + 1} = max \left\{ {{a \over {x_{n - 1} }},{{y_n } \over {x_n }}} \right\};} & {y_{n + 1} = max \left\{ {{a \over {y_{n - 1} }},{{x_n } \over {y_n }}} \right\}}}’, Applied Mathematics and Nonlinear Sciences, 5(1), pp. 275–282. Available at: https://doi.org/10.2478/amns.2020.1.00025.
Simsek, Dagistan, et al. “Solution of the Maximum of Difference Equation
xn+1=max{Axn−1,ynxn};yn+1=max{Ayn−1,xnyn}
\matrix{ {x_{n + 1} = Max \left\{ {{a \over {x_{n - 1} }},{{y_n } \over {x_n }}} \right\};} & {y_{n + 1} = Max \left\{ {{a \over {y_{n - 1} }},{{x_n } \over {y_n }}} \right\}}}.” Applied Mathematics and Nonlinear Sciences, vol. 5, no. 1, 2020, pp. 275–282. https://doi.org/10.2478/amns.2020.1.00025.
Simsek, Dagistan, Burak Ogul, and Fahreddin Abdullayev. “Solution of the Maximum of Difference Equation
xn+1=max{Axn−1,ynxn};yn+1=max{Ayn−1,xnyn}
\matrix{ {x_{n + 1} = Max \left\{ {{a \over {x_{n - 1} }},{{y_n } \over {x_n }}} \right\};} & {y_{n + 1} = Max \left\{ {{a \over {y_{n - 1} }},{{x_n } \over {y_n }}} \right\}}}.” Applied Mathematics and Nonlinear Sciences 5, no. 1 (2020): 275–282. https://doi.org/10.2478/amns.2020.1.00025.
