Proves that typical drivers in the chaos game for iterated function systems yield convergence rates comparable to any ψ→∞ and can be arbitrarily slow.
Le´ sniak,Random iteration for infinite nonexpansive iterated function systems, Chaos 25 (2015), pp
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A non-logarithmic approach to the rate of convergence of the deterministic chaos game
Proves that typical drivers in the chaos game for iterated function systems yield convergence rates comparable to any ψ→∞ and can be arbitrarily slow.