Authors: | Stević, Stevo | Title: | On the recursive sequence xn + 1 = α+βxn - 1/1 + g (xn) | Journal: | Indian Journal of Pure and Applied Mathematics | Volume: | 33 | Issue: | 12 | First page: | 1767 | Last page: | 1774 | Issue Date: | 1-Dec-2002 | Rank: | M23 | ISSN: | 0019-5588 | Abstract: | We investigate the boundedness character, the oscillatory and periodic nature, and the global stability behaviour of the nonnegative solutions of the difference equation xn + 1 = α+βxn - 1/1 + g (xn), where the parameters α and β are nonnegative real numbers and g(x) is a continuous function on [0, ∞), which satisfies some additional conditions. |
Keywords: | Boundedness | Converge | Difference Equation | Global Stability | Positive Solution | Publisher: | Indian National Science Academy |
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