Bi-accessible repelling cycles inside Arnold tongues imply a complete characterization of Julia set connectivity for each generalized Blaschke product in the family.
On the quasiconformal surgery of rational functions
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Puzzle Pieces, Bi-accessibility, and Connectivity of the Julia Set for Generalized Blaschke Products
Bi-accessible repelling cycles inside Arnold tongues imply a complete characterization of Julia set connectivity for each generalized Blaschke product in the family.