Constructs explicit families of degree-d rational maps with non-martingale fixed-point processes, extends martingale criteria to higher-dimensional dynamical systems, and shows the fixed-point proportion still vanishes at a quantifiable rate.
Tucker, and Zhen g Zhu
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Non-Martingale Fixed-Point Processes for Iterated Monodromy Groups
Constructs explicit families of degree-d rational maps with non-martingale fixed-point processes, extends martingale criteria to higher-dimensional dynamical systems, and shows the fixed-point proportion still vanishes at a quantifiable rate.