Fixed points of polynomial maps. Part II. Fixed point portraits
Fixed points of polynomial maps. Part II. Fixed point portraits
Douady, Hubbard and Branner have introduced the concept of a "limb" in the Mandelbrot set.A quadratic map f(z) = z 2 + c belongs to the p/q-limb if and only if there exist q external rays of its Julia set which land at a common fixed point of/, and which …