5 citations · 8 across the 6 of their papers we have counts for
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Infinite-dimensional Thurston theory and transcendental dynamics IV: dependence on parameters and escape on (pre-)periodic rays
Konstantin Bogdanov
We consider transcendental entire functions that are compositions of a polynomial and the exponential for which all singular values escape on disjoint rays. Based on their classifi…
Infinite-dimensional Thurston theory and transcendental dynamics III: entire functions with escaping singular orbits in the degenerate case
Konstantin Bogdanov
We classify transcendental entire functions that are compositions of a polynomial and the exponential for which all singular values escape on disjoint rays. We focus on the case wh…
Infinite-dimensional Thurston theory and transcendental dynamics II: classification of entire functions with escaping singular orbits
Konstantin Bogdanov
We classify transcendental entire functions that are compositions of a polynomial and the exponential for which all singular values escape on disjoint rays. The construction involv…
Infinite-dimensional Thurston theory and transcendental dynamics I: infinite-legged spiders
Konstantin Bogdanov
We develop techniques that lay out a basis for generalizations of the famous Thurston's Topological Characterization of Rational Functions for an infinite set of marked points and…