学部生のときにゼミの先生と読んでいた本ですが、とても面白かったです。関数解析を勉強してみたいけどモチベーションが続かない人とかによいのでは。 https://t.co/983rU9o1qD
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@hipsterelectron @Winium Nope! Got it, thanks! My cursory acquaintance with chaos was via https://t.co/Sji4gwtuR0 w… https://t.co/c4L81mXOOu
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But with this I remembered reading https://t.co/Zu0kTaUrgn and the fascinating transform where f(x) is the value of the chaotic function with number of iterations approaching infinity, this gives power to a much higher order reasoning... imagine our entire
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Coupled with learning dynamics, the answer is to be found in a suitable reformulation of Theorem 7.2.1 in Lasota & Mackey, 1994, Chaos, Fractals, & Noise - Stochastic Aspects of Dynamics. https://t.co/fMiwx1NXfI https://t.co/Vgnftk5wla