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In this paper, we investigate asymptotic stability, oscillation, asymp-
totic behavior and existence of the period-2 solutions for di??erence equation
xn+1 = ?? + ¯xp
n¡1=xp
n
where ?? ¸ 0; ¯ > 0; jpj ¸ 1, and the initial conditions x¡1 and x0 are arbitrary
positive real numbers.
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참고문헌 (5)
참고문헌 신청
/ 1993 / Global behavior of nonlinear di？？erence equations of higherorder with applications
/ 1998 / Oscillation theorems for second-order advanced functionaldi？？erence equations 36 (6) : 11 ~ 18
/ 1999 / On the recursive sequencexn+1 = ？？ + xn¡1=xn 233 (2) : 790 ~ 798
/ 2000 / On the recursive sequence xn+1 = (？？ +?xn¡1)=(° + xn). 4 (2) : 1 ~ 11
/ 2000 / On the recursive sequence yn+1 =(p + yn¡1)=(qyn + yn¡1). 251 (2) : 571 ~ 586
/ 1998 / Oscillation theorems for second-order advanced functionaldi？？erence equations 36 (6) : 11 ~ 18
/ 1999 / On the recursive sequencexn+1 = ？？ + xn¡1=xn 233 (2) : 790 ~ 798
/ 2000 / On the recursive sequence xn+1 = (？？ +?xn¡1)=(° + xn). 4 (2) : 1 ~ 11
/ 2000 / On the recursive sequence yn+1 =(p + yn¡1)=(qyn + yn¡1). 251 (2) : 571 ~ 586
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