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Explicit Solutions of a Three-Dimensional System of Nonlinear Difference Equations
(2018) Yılmazyıldırım, Bahriye; Turgut Tollu, Durhasan
In this paper, we show that the system of difference equations where the initial values x,y,z are real numbers, are solvable in explicit form via some changes of variables and tricks. Also, we determine the forbidden set of the initial values x,y,z for the above mentioned system and investigate asymptotic behavior of the well-defined solutions by using these explicit formulas.