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Fuchsian group

In mathematics, a Fuchsian group is a discrete subgroup of PSL(2,R). The group PSL(2,R) can be regarded as a group of isometries of the hyperbolic… 
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Related topics

Related topics

6 relations
Bethe latticeCantor setDe Rham curveDessin d'enfant

Papers overview

Semantic Scholar uses AI to extract papers important to this topic.
2010
2010
Geometry of Riemann Surfaces: Complex hyperbolic quasi-Fuchsian groups
A complex hyperbolic quasi-Fuchsian group is a discrete, faithful, type preserving and geometrically finite representation of a… 
2009
2009
The Effects of Urinary Trypsin Inhibitor on the Outcomes of Severe Sepsis and Septic Shock Patients
Purpose: We purposed to determine the effects of urinary typsin inhibitor (ulinastatin) on the outcomes of severe sepsis and… 
2009
2009
Polynomial automorphisms over finite fields: Mimicking non-tame and tame maps by the Derksen group.
If F is a polynomial automorphism over a finite field Fq in dimen- sion n, then it induces a bijectionqr(F) of (Fqr) n for every… 
2008
2008
Fuchsian groups, geodesic flows on surfaces of constant negative curvature and symbolic coding of geodesics
Lecture II. Fuchsian Groups and Their Fundamental Regions 25 7. The group PSL(2,R) 25 8. Discrete and properly discontinuous… 
2003
2003
δ-Stable Fuchsian groups
We call a Fuchsian group, G, δ-stable if &(G') = dim(A(G')) for every quasiFuchsian deformation G' of G. It is well known that… 
2000
2000
Global Fuchsian Cauchy Problem
We show the unique solvability of a Fuchsian Cauchy problem in the space of entire functions. As immediate corollaries, we give… 
1998
1998
Connected finite loop spaces with maximal tori
Finite loop spaces are a generalization of compact Lie groups. However, they do not enjoy all of the nice properties of compact… 
1980
1980
Singular hyperbolic systems, III. On the Cauchy problem for Fuchsian hyperbolic partial differential equations
1974
1974
Finite groups with a proper 2-generated core
H. Bender's classification of finite groups with a strongly embedded subgroup is an important tool in the study of finite simple… 
1958
1958
On the rank system in a natural group of Japanese monkey (II)
SummaryAs I mentioned in the previous paper (I), the rank system of the Kō-Sima Group is constructed of the dependent and the… 
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