Markovic, Vladimir - Mathematics Institute, University of Warwick

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Markovic, Vladimir - Mathematics Institute, University of Warwick

arXiv:0910.1050v3[math.GT]10Nov2009 Quasiconformal Homogeneity of Genus Zero Surfaces
Extending homeomorphisms of the circle to quasiconformal homeomorphisms of the disk
June 3, 2011 IMMERSING ALMOST GEODESIC SURFACES IN A
Quasiconformal homeomorphisms and the convex hull boundary
A NEW VERSION OF THE MAIN INEQUALITY AND THE UNIQUENESS OF HARMONIC MAPS
Annales Academi Scientiarum Fennic Mathematica
QUASISYMMETRIC GROUPS VLADIMIR MARKOVIC
MATEMATIQKI VESNIK 48 (1996), 107{112
April 29, 2011 THE GOOD PANTS HOMOLOGY AND A PROOF OF THE
EXTREMAL PROBLEMS FOR QUASICONFORMAL MAPS OF PUNCTURED PLANE DOMAINS
BARYCENTRIC EXTENSION AND THE BERS EMBEDDING FOR ASYMPTOTIC TEICHM
TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
BIHOLOMORPHIC MAPS BETWEEN TEICHM ULLER SPACES
Classi cation of continuously transitive circle groups James Giblin
Complex earthquakes and deformations of the unit D.B.A. Epstein A. Marden V. Markovic
May 26, 2008 THE WEIL-PETERSSON DISTANCE BETWEEN FINITE
THE MAPPING CLASS GROUP CANNOT BE REALIZED BY HOMEOMORPHISMS
arXiv:0910.1316v1[math.DS]7Oct2009 Topological Entropy and Diffeomorphisms of Surfaces with
HARMONIC DIFFEOMORPHISMS OF NONCOMPACT SURFACES AND TEICHM
December 13, 2010 COUNTING ESSENTIAL SURFACES IN A CLOSED
EXTREMAL MAPS OF THE UNIVERSAL HYPERBOLIC ADAM EPSTEIN, VLADIMIR MARKOVIC AND DRAGOMIR SARI
THE TEICHM ULLER DISTANCE BETWEEN FINITE INDEX SUBGROUPS OF PSL2(Z)
PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
CHARACTERISATION OF PLANE REGIONS THAT SUPPORT QUASICONFORMAL MAPPINGS TO THEIR DOMES
communications in analysis and geometry
The logarithmic spiral: a counter-example to the K = 2 conjecture
REALIZATION OF THE MAPPING CLASS GROUP BY HOMEOMORPHISMS
Kleinian Groups and Hyperbolic 3Manifolds Y. Komori, V. Markovic & C. Series (Eds.) Lond. Math. Soc. Lec. Notes 299, 343--362 Cambridge Univ. Press, 2003
THE UNIVERSAL PROPERTIES OF TEICHM ULLER SPACES VLADIMIR MARKOVIC AND DRAGOMIR SARIC
Convex Regions in C and their Domes D.B.A. Epstein A. Marden V. Markovic
On the zeros of functions in the Bers space A. Fletcher and V. Markovic