On the global attractivity of difference equation of higher order
EM Elabbasy, EM Elsayed - Carpathian Journal of Mathematics, 2008 - JSTOR
In this paper we investigate the global convergence result and boundedness of solutions of
the recursive sequence x_n+1=ax_n^p+b∏r=1^px_n-rcx_n^p+d∏r=1^px_n-r, n= 0, 1 …
the recursive sequence x_n+1=ax_n^p+b∏r=1^px_n-rcx_n^p+d∏r=1^px_n-r, n= 0, 1 …
[PDF][PDF] On the global attractivity of difference equation of higher order
EM ELABBASY, EM ELSAYED - researchgate.net
In this paper we investigate the global convergence result and boundedness of solutions of
the recursive sequence xn+ 1= axp n+ bpnr= 1 xn− r cxp n+ dpnr= 1 xn− r, n= 0, 1,... where …
the recursive sequence xn+ 1= axp n+ bpnr= 1 xn− r cxp n+ dpnr= 1 xn− r, n= 0, 1,... where …
[PDF][PDF] On the global attractivity of difference equation of higher order
EM ELABBASY, EM ELSAYED - carpathian.cunbm.utcluj.ro
In this paper we investigate the global convergence result and boundedness of solutions of
the recursive sequence xn+ 1= axp n+ bpnr= 1 xn− r cxp n+ dpnr= 1 xn− r, n= 0, 1,... where …
the recursive sequence xn+ 1= axp n+ bpnr= 1 xn− r cxp n+ dpnr= 1 xn− r, n= 0, 1,... where …