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논문 기본 정보
- 자료유형
- 학술저널
- 저자정보
- 저널정보
- 장전수학회 Advanced Studies in Contemporary Mathematics Advanced Studies in Contemporary Mathematics Vol.27 No.3
- 발행연도
- 2017.1
- 수록면
- 373 - 384 (12page)
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In this paper we deal with the system of difference equations xn+1 = a/1 + xnyn-1, yn+1 = b/1 + ynxn-1, n ∈ N0, where the parameters a, b are positive real numbers and the initial conditions x-1, x0, y-1, y0 are nonnegative real numbers. We study global behavior of the above system. Also, we give rate of convergence of the solution which tends to unique positive equilibrium point of the system and illustrate our theoretical results by means of some numerical examples.
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참고문헌 (34)
참고문헌 신청
A. M. Amleh / 2008 / On the dynamics of a rational difference equation / Part I, Int. J. difference Equ 3(1):1~35
Q. Din / 2012 / Dynamics of a fourth-order system of rational difference equations / Advances in difference Equations 2012:215
Q. Din / Behavior of a Competitive System of Second-Order difference Equations / The Scientific World Journal 2014:9
E. Drymonis / 2012 / On rational difference equations with nonnegative periodic coef-cients / Int. J. difference Equ 7(1):19~34
S. Elaydi / 1999 / Undergraduate Texts in Mathematics / Springer
Q. Din / 2012 / Dynamics of a fourth-order system of rational difference equations / Advances in difference Equations 2012:215
Q. Din / Behavior of a Competitive System of Second-Order difference Equations / The Scientific World Journal 2014:9
E. Drymonis / 2012 / On rational difference equations with nonnegative periodic coef-cients / Int. J. difference Equ 7(1):19~34
S. Elaydi / 1999 / Undergraduate Texts in Mathematics / Springer
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