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  2. Limits and Powers of Koopman LearningMatthew J. Colbrook* Igor ...

    www.damtp.cam.ac.uk/user/mjc249/pdfs/Koopman_foundations.pdf
    8 Jul 2024: n1. n11j=0. g(Tj(θ))=1. 2π. ππg(θ) dθ g L2(S1)? (1). If we know the map symbolically, we can determine the an-swer (R is ergodic if

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