Title of article :
The applied geometry of a general Liénard polynomial system
Author/Authors :
Gaiko، نويسنده , , Valery A.، نويسنده ,
Issue Information :
روزنامه با شماره پیاپی سال 2012
Abstract :
In this work, applying a canonical system with field rotation parameters and using geometric properties of the spirals filling the interior and exterior domains of limit cycles, we solve the limit cycle problem for a general Liénard polynomial system with an arbitrary (but finite) number of singular points.
Keywords :
limit cycle , General Liénard polynomial system , Field rotation parameter , Bifurcation , Singular point
Journal title :
Applied Mathematics Letters
Journal title :
Applied Mathematics Letters
