Fatou conjecture
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In mathematics, the Fatou conjecture, named after Pierre Fatou, states that a quadratic family of maps from the complex plane to itself is hyperbolic for an open dense set of parameters.
References
- {{Citation | last1=Świątek | first1=Grzegorz | last2=Graczyk | first2=Jacek | title=The real Fatou conjecture | publisher=Princeton University Press | series=Annals of Mathematics Studies | isbn=978-0-691-00257-6 | mr=1657075 | year=1998 | volume=144}}
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