Bishop's qc-folding and wandering domains in Eremenko ... - ICMS
Bishop's qc-folding and wandering domains in Eremenko ... - ICMS
Bishop's qc-folding and wandering domains in Eremenko ... - ICMS
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Bishop’s QC-<strong>fold<strong>in</strong>g</strong> for entire maps <strong>in</strong> class B<br />
1/4 ˜D n<br />
U n<br />
· · ·<br />
f n<br />
5<br />
x 0<br />
x n<br />
f n<br />
The nth preimage. The disc U n (1/4 Koebe’s Theorem) has radius<br />
comparable to<br />
( ( )) d 1 −1<br />
r n =<br />
dx f n .<br />
2<br />
W<strong>and</strong>er<strong>in</strong>g <strong>doma<strong>in</strong>s</strong> <strong>and</strong> Bishop’s <strong>fold<strong>in</strong>g</strong>
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