Some asymptotic properties of recessive solutions, recently obtained by the authors in the half-linear case, to a more general class of nonlinear difference equations are given. A classification of solutions and their asymptotic behavior for the half-linear difference equation is presented. The employed tools and the role of nonlinearity are discussed as well.
Minimal sets for quasilinear difference equations / M. Cecchi; Z. Dosla; M. Marini. - STAMPA. - Mathematica 13:(2003), pp. 61-70. (Intervento presentato al convegno CDDE 2002 tenutosi a Brno nel August 2002).
Minimal sets for quasilinear difference equations
CECCHI, MARIELLA;MARINI, MAURO
2003
Abstract
Some asymptotic properties of recessive solutions, recently obtained by the authors in the half-linear case, to a more general class of nonlinear difference equations are given. A classification of solutions and their asymptotic behavior for the half-linear difference equation is presented. The employed tools and the role of nonlinearity are discussed as well.
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