Parabolic implosion - from discontinuity to renormalization
Parabolic implosion - from discontinuity to renormalization
Parabolic implosion - from discontinuity to renormalization
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Tame and Wild directions<br />
f ε (z) =z + z 2 + ... + ε<br />
0 is parabolic for f 0<br />
with λ 0 =1<br />
Tame direction<br />
safe side<br />
Wild direction<br />
rich side<br />
narrow chance <strong>to</strong> be rich<br />
Continuous change<br />
when restricted <strong>to</strong> tame direction<br />
for example, f(z) =e 2πiα z + ...<br />
α ∈ R
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