A partial description of parameter space of rational maps of degree two. I

From MaRDI portal
Publication:1202519

DOI10.1007/BF02392976zbMath0774.58035MaRDI QIDQ1202519

Mary Rees

Publication date: 25 February 1993

Published in: Acta Mathematica (Search for Journal in Brave)




Related Items (36)

Renormalizations and wandering Jordan curves of rational mapsMating non-renormalizable quadratic polynomialsCombination Theorems in Groups, Geometry and DynamicsTopological regluing of rational functionsAn Infinite Sequence of Bitransitive Sierpiński Carpets for z↦λ(z + 1 z)On geometrically finite degenerations II: convergence and divergencePasting Together Julia Sets: A Worked Out Example of MatingGeometry and Dynamics of Quadratic Rational MapsInvariant Peano curves of expanding Thurston mapsInvariant spanning trees for quadratic rational mapsFrontiers in complex dynamicsRees-Shishikura's theorem for geometrically finite rational mapsIrreducibility of periodic curves in cubic polynomial moduli spaceModuli spaces for dynamical systems with portraitsA bounded sequence of bitransitive and capture Sierpiński curve Julia sets for 3-circle inversionsOn the notions of matingCaptures, matings and regluingsTan Lei and Shishikura's example of non-mateable degree 3 polynomials without a Lévy cycleOn a theorem of Rees-ShishikuraTwisted matings and equipotential gluingsMatings and the other side of the dictionaryQuestions about polynomial matingsUnnamed ItemOn minimal homeomorphisms and non-invertible maps preserving foliationsThe space of rational maps on \(\mathbf P^1\)Unnamed ItemBoundaries of bounded Fatou components of quadratic mapsMultiple equivalent matings with the aeroplane polynomialMultipliers of periodic orbits in spaces of rational mapsThurston's algorithm and rational maps from quadratic polynomial matingsA continuity result on quadratic matings with respect to parameters of odd denominator rationalsReal laminations and the topological dynamics of complex polynomialsThurston equivalence for rational maps with clustersThe Medusa algorithm for polynomial matingsA Family of Cubic Rational Maps and Matings of Cubic PolynomialsMating Siegel quadratic polynomials



Cites Work


This page was built for publication: A partial description of parameter space of rational maps of degree two. I