Proves the Favre-Gauthier conjecture on the structure of Inter(A) for polynomials A of degree >=2 and bounds periods of periodic curves using symmetry groups of Julia sets.
Engstrom,Polynomial substitutions,Amer
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On intertwined polynomials
Proves the Favre-Gauthier conjecture on the structure of Inter(A) for polynomials A of degree >=2 and bounds periods of periodic curves using symmetry groups of Julia sets.