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Siegel disc

Known as: Siegel disk 
Siegel disc is a connected component in the Fatou set where the dynamics is analytically conjugated to an irrational rotation.
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Related topics

Related topics

9 relations
Classification of Fatou componentsDouady rabbitDynamical systemFixed point (mathematics)

Broader (1)

Complex dynamics

Papers overview

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2012
2012
Verbal nominalization as a derivational process: The case of Akan
This paper discusses the derivational morphology of the Akan language with particular focus on verbal nominalization through… 
2010
2010
On certain constructions of p-adic families of Siegel modular forms of even genus
Suppose that p > 5 is a rational prime. Starting from a well-known p-adic analytic family of ordinary elliptic cusp forms of… 
2010
2010
Die Siegel aus Areal F/II in Tell el-Dab´a. Erster Vorbericht
Die Grabung des Osterreichischen Archaologischen Institutes Kairo zusammen mit dem Institut fur Agyptologie der Universitat Wien… 
2007
2007
Miyawaki’s ${F}_{12}$ spinor $L$-function conjecture
In this paper we prove the Miyawaki conjecture related to the spinor $L$--function of a Siegel cusp form of weight 12 and degree… 
Review
2007
Review
2007
Are We Protecting Our Youth Online? An Examination of Programs Keeping Youth Safe and Analysis of Policy Vacuum
Gibson’s (1984) cyberspace did not become a popular facet in American homes until the 1990s, so in the grand scheme of technology… 
2006
2006
On the Hecke eigenvalues of Siegel cusp forms of genus 2(Automorphic representations, L-functions, and periods)
Review
2005
Review
2005
Siegel modular forms of half integral weight and a lifting conjecture
A conjecture on lifting to Siegel cusp forms of half-integral weight k − 1/2 of degree two from each pair of cusp forms of SL2(Z… 
1993
1993
On zeta functions of symmetric matrices and dimensions of Siegel modulaar forms
1992
1992
$L^p$-Fourier transforms on nilpotent Lie groups and solvable Lie groups acting on Siegel domains.
1972
1972
Lectures on representations of groups of holomorphic transformations of Siegel domains