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math.DS2007★ 2 cited
Rational Misiurewicz maps are rare II
Magnus Aspenberg
We show that the set of Misiurewicz maps has Lebesgue measure zero in the space of rational functions for any fixed degree greater than or equal to 2 (generalising the earlier vers…
math.DS2007★ 1 cited
Rational Misiurewicz maps are rare
Magnus Aspenberg
We show that the set of Misiurewicz maps has Lebesgue measure zero in the parameter space of rational maps for any fixed degree greater than or equal to 2.