Eva A. Gallardo-Gutiérrez

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A remarkable result by Denjoy and Wolff states that every analytic self-map ϕ of the open unit disc D of the complex plane, except an elliptic automorphism, has an attractive fixed point to which the sequence of iterates {ϕn} n1 converges uniformly on compact sets: if there is no fixed point in D, then there is a unique boundary fixed point that does the(More)
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