In mathematics, a quasicircle is a Jordan curve in the complex plane that is the image of a circle under a quasiconformal mapping of the plane onto… (More)

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2016

2016

We prove that a Jordan curve in the 2-sphere is a quasicircle if and only if the closure of its orbit under the action of the… (More)

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2014

2014

- JEAN-FRANÇOIS LAFONT
- 2014

We consider properly discontinuous, isometric, convex cocompact actions of surface groups Γ on a CAT(-1) space X. We show that… (More)

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Review

2011

Review

2011

Mixed-species flocks result from co-evolved relationships between participants: interspecific gregariousness that varies in… (More)

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2009

2009

We introduce canonical antisymmetric quasiconformal maps, which minimize the quasiconformality constant among maps sending the… (More)

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2009

2009

- ISTVÁN PRAUSE
- 2009

S. Smirnov proved recently [Smi] that the Hausdorff dimension of any K-quasicircle is at most 1 + k, where k = (K − 1)/(K + 1… (More)

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2008

2008

- Hiroki Sumi
- 2008

We investigate the dynamics of polynomial semigroups (semigroups generated by a family of polynomial maps on the Riemann sphere… (More)

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2004

2004

- Uta Francke
- Human Genetics
- 2004

De Grouchy and Tur leau (1974) reported a 50% decrease in factor XII in two pat ients with distal 7q deletions and interpreted… (More)

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2003

2003

- Abdelkrim Brania, Shanshuang Yang
- 2003

A well known characterization of quasicircles is the following: A Jordan curve J in the complex plane is a quasicircle if and… (More)

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Review

2003

Review

2003

- Shanshuang Yang
- 2003

A quasicircle in the extended complex plane C̄ is, by the standard definition, the image of the unit circle under a… (More)

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1998

1998

- Saeed Zakeri
- 1998

Let f be a polynomial of degree d ≥ 2 in the complex plane and consider the following statements: (A d) " If f has a fixed Siegel… (More)

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