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Abstract: Using geodesic length functions, we define a natural family of real codimension 1 subvarieties of Teichmüller space, namely the subsets where the lengths of two distinct ...
Greg McShane and Hugo Parlier: The rational homotopy type of a blow-up in the stable case
Greg McShane Dynamics of the modular group on the character variety; Jack Milnor Modeling evolution; Rich Schwartz Unbounded orbits for outer billiards
Greg McShane (Toulouse, France) Cross ratio and identities for higher Thurston theory; Athanase Papadopoulos (Strasbourg, France) The complex of domains of a surface
Compression branched surfaces and tight laminations: Apr. 21: Elmas Irmak: Complexes of curves and mapping class groups: Apr. 28: Greg McShane: Geodesic length series
Abstract: Using geodesic length functions, we define a natural family of real codimension 1 subvarieties of Teichmüller space, namely the subsets where the lengths of two ...
Greg McShane and Hugo Parlier: The rational homotopy type of a blow-up in the stable case
Greg McShane (Toulouse, France) Cross ratio and identities for higher Thurston theory; Athanase Papadopoulos (Strasbourg, France) The complex of domains of a surface
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Greg McShane. Bureau 328. Institut Fourier. Image Gallery; Code Gallery; Travel; Life; UJF; Grenoble; Misc. Teaching 2010-2011. First semester ...
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