|Title:||On a fifth-order difference equation||Journal:||Journal of Computational Analysis and Applications||Volume:||20||Issue:||7||First page:||1214||Last page:||1217||Issue Date:||1-Jan-2016||Rank:||M22||ISSN:||1521-1398||Abstract:||
We investigate the following difference equation x_n = (Formula presented); n ∊ N_0; where (a_n_n∊N_0 and (b_n)_n∊N_0 are two real sequences and the initial values x_5;:::; x_1 are real numbers. The case when the sequences (a_n)_n∊N_0 and (b_n)_n∊N_0 are constant is thoroughly studied. Our results considerably extend some results in the recent literature.
|Keywords:||Asymptotic behavior | Difference equation | Equation solved in closed form||Publisher:||Eudoxus Press||Project:||Physical and functional effects of radiation interaction with electrotechnical and biological systems
Modulation of intracellular energy balance-controlling signalling pathways in therapy of cancer and neuro-immuno-endocrine disorders
Development of new information and communication technologies, based on advanced mathematical methods, with applications in medicine, telecommunications, power systems, protection of national heritage and education
Brno University of Technology, Project no. FEKT-S-14-2200
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