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3 G. Zhang, "Periodicity and Attractivity of A Nonlinear Higher OrderDifference Equation" 126 (126): 395-401, 2005
4 S. Stevi´c, "On the recursive sequence xn+1 = xn.1/g(xn)" 6 (6): 405-414, 2002
5 S. Stevi´c, "On the recursive sequence xn+1 = g(xn, xn.1)/(A +xn)" 15 : 305-308, 2002
6 S. Stevi´c, "On the recursive sequence xn+1 = Q A ki=0 xn.i+ Q2(k+11)j=k+2 xn" 7 (7): 249-259, 2003
7 S. Stevi´c, "On the recursive sequence xn+1 = . 1xn + Axn.1" 27 (27): 1-6, 2001
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9 D. C. Chang, "On the recursive sequence xn+1 = + xn.11+g(xn)" 82 (82): 145-156, 2003
10 C. H. Ou, "Global stability for a class of difference equations" B 15 : 33-36, 2000
1 M. T. Aboutaleb, "Stability of the recursive sequencexn+1 = ( . xn)/(+ xn.1)" 261 : 126-133, 2001
2 L. J. Zhang, "Periodicity and attractivity of a nonlinear higher orderdifference equation" 19 (19): 191-201, 2005
3 G. Zhang, "Periodicity and Attractivity of A Nonlinear Higher OrderDifference Equation" 126 (126): 395-401, 2005
4 S. Stevi´c, "On the recursive sequence xn+1 = xn.1/g(xn)" 6 (6): 405-414, 2002
5 S. Stevi´c, "On the recursive sequence xn+1 = g(xn, xn.1)/(A +xn)" 15 : 305-308, 2002
6 S. Stevi´c, "On the recursive sequence xn+1 = Q A ki=0 xn.i+ Q2(k+11)j=k+2 xn" 7 (7): 249-259, 2003
7 S. Stevi´c, "On the recursive sequence xn+1 = . 1xn + Axn.1" 27 (27): 1-6, 2001
8 C. H. Gibbons, "On the recursive sequence xn+1 = + xn.1+xn" 4 (4): 1-11, 2000
9 D. C. Chang, "On the recursive sequence xn+1 = + xn.11+g(xn)" 82 (82): 145-156, 2003
10 C. H. Ou, "Global stability for a class of difference equations" B 15 : 33-36, 2000
11 X. X. Yan, "Global attractivity in the recursive sequence xn+1 = ( + xn)/( . xn.1)" 128 : 415-423, 2003
12 X. X. Yan, "Global attractivity in a higher order nonlinear differenceequation" 2 : 51-58, 2002
13 Ladas, "Global Behavior of Nonlinear Difference Equations of HigherOrder with Application" Kluwer Academic Publishers 1993
14 M. R. S. Kulenovi´c, "Dynamics of Second Order Rational Difference Equations" 2001
15 S. Stevi´c, "Boundedness and persistence of solutions of a nonlinear difference equation" 36 (36): 99-104, 2003
16 S. Stevi´c, "Behaviour of the positive solutions of the generalized Beddington-Holt equation" 10 (10): 77-85, 2000
17 S. Stevi´c, "Asymptotic behaviour of a sequence defined by iteration with applications" 93 (93): 267-276, 2002
18 S. Stevi´c, "A note on the difference equation xn+1 = Pki=0 ixpin.i" 8 (8): 641-647, 2002
19 S. Stevi´c, "A note on bounded sequences satisfying linear inequality" 43 (43): 223-230, 2001
20 S. Stevi´c, "A global convergence results with applications to periodic solutions" 33 (33): 45-53, 2002
21 S. Stevi´c, "A global convergence result" 44 (44): 361-368, 2002
22 S. Stevi´c, "A generalization of the Copson’s theorem concerning sequences which satisfy alinear inequality" 43 (43): 277-282, 2001