A result regarding convergence of random logistic maps
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Let {Ci}[infinity]0 be i.i.d. random variables with values in [1,4]. Define random variables {Xn}[infinity]0 with values in [0,1] by Xn+1=CnXn(1-Xn). Then under some mild conditions, the probability distribution of Xn converges in variation norm.
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