Critical behavior associated with quasiperiodicity at the goldenmean frequency ratio 


Description This type of critical behavior occurs in twoparameter analysis of 1D maps locally approximated by fractionallinear map and forced with the goldenmean frequency. The critical point separates the situations of smooth and fractal toricollision on the bifurcation curve. RG equation The fixed point of the RG equation in class of fractionallinear
maps The orbital scaling factors Relevant eigenvalues Codimension 
An example: the forced map Parameter space arrangement Scaling coordinates Critical attractor: scaling with Scaling coordinates 