Kara, MerveYazlık, Yasin13.07.20192019-07-1613.07.20192019-07-1620191300-0098https://dx.doi.org/10.3906/mat-1902-24https://hdl.handle.net/20.500.12451/3060In this paper, we show that the following higher-order system of nonlinear difference equations, xn=xn-kyn-k-l/yn-l(an+bnxn-kyn-k-l, yn=yn-kxn-k-l/xn-l(?n+ßnyn-kxn-k-l), n?0, where k, l,? , (an)n ? 0, (bn)n ? 0, (?n)n ? 0, (ßn)n ? 0 and the initial values x-i; y-i, i = 1, k + l , are real numbers, can be solved and some results in the literature can be extended further. Also, by using these obtained formulas, we investigate the asymptotic behavior of well-defined solutions of the above difference equations system for the case k = 2, l = k. © Tübitak.eninfo:eu-repo/semantics/openAccessAsymptotic BehaviorSolution of System of Difference Equations in Closed FormSystem of Nonlinear Difference EquationsArticle4331533156510.3906/mat-1902-24Q2N/A