User talk:Monikabab

The backwards shift operator for continued fractions is the map called the UNIVERSAL MAP, which means universal princip a continued fraction expansion.Universal pricnip is absolut fraction, chaos is everything, what is trying to hide this universal kernel. NOT X=1/x - x/1, universal princip  of evolution is like this: X=X/1 - 1/X.

I am contesting this senseless and chaos supporting theory:

Continued fractions and chaos
Continued fractions also play a role in the study of chaos, where they tie together the Farey fractions which are seen in the Mandelbrot set with Minkowski's question mark function and the modular group Gamma.

The backwards shift operator for continued fractions is the map $$h(x)=1/x - \lfloor 1/x \rfloor,$$ called the Gauss map, which lops off digits of a continued fraction expansion: $$h([0;a_1,a_2,a_3,\dots]) = [0;a_2,a_3,\dots]$$. The transfer operator of this map is called the Gauss–Kuzmin–Wirsing operator. The distribution of the digits in continued fractions is given by the zero'th eigenvector of this operator, and is called the Gauss–Kuzmin distribution.