most citedA model for the parabolic slices Per_1(e^{2πi p/q}) in moduli space of quadratic rational maps

2 citations · 2 across the 2 of their papers we have counts for

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2 papers

math.DS2017

Limits of Quadratic Rational Maps: The Cantor Locus

Eva Uhre

The \emph{Cantor locus} is the unique hyperbolic component, in the moduli space of quadratic rational maps , consisting of maps with totally disconnected Julia sets. W…

math.DS2010★ 2 cited

A model for the parabolic slices Per_1(e^{2πi p/q}) in moduli space of quadratic rational maps

Eva Uhre

The notion of relatedness loci in the parabolic slices Per_1(e^{2πi p/q}) in moduli space of quadratic rational maps is introduced. They are counterparts of the disconnectedness or…