A second order nonlinear difference equation is considered. Solutions approaching zero are classified according to the limit behavior of their quasidifference and necessary or sufficient conditions for their existence are given.
Limit behavior for quasilinear difference equations / M. Cecchi; Z. Dosla; M. Marini. - STAMPA. - (2004), pp. 383-390. ( Sixth International Conference on Difference Equations Augsburg, Germany August 2001).
Limit behavior for quasilinear difference equations
CECCHI, MARIELLA;MARINI, MAURO
2004
Abstract
A second order nonlinear difference equation is considered. Solutions approaching zero are classified according to the limit behavior of their quasidifference and necessary or sufficient conditions for their existence are given.
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