What Is...a Projective Structure?, Volume 54, Number 1

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Date: 2006-12-11 08:43:50 Riemann surface Projective space Riemann sphere Projective plane Holonomy Differentiable manifold Manifold Surface Collineation Geometry Projective geometry Differential geometry		What Is...a Projective Structure?, Volume 54, Number 1 Add to Reading List Source URL: www.ams.org Download Document from Source Website File Size: 1,82 MB Share Document on Facebook

	Longitudinal smoothness of the holonomy groupoid DocID: 1xUao - View Document
	j. differential geometry500 HOLONOMY GROUPOIDS OF SINGULAR FOLIATIONS CLAIRE DEBORD DocID: 1xU3L - View Document
	Some recent developments in Kähler geometry and exceptional holonomy Simon Donaldson Simons Centre for Geometry and Physics, Stony Brook Imperial College, London March 3, 2018 DocID: 1xTDA - View Document
	Transverse geometry The ‘space of leaves’ of a foliation (V, F ) can be described in terms of (M, Γ) , with M = complete transversal and Γ = holonomy pseudogroup. The ‘natural’ ‘transverse coordinates’ form DocID: 1tNlu - View Document
	HOMOLOGY OF HANTZSCHE-WENDT GROUPS KAREL DEKIMPE AND NANSEN PETROSYAN Abstract. An n-dimensional Hantzsche-Wendt group is an n-dimensional orientable Bieberbach group with holonomy group Z2n−1 . We develop an algorithm DocID: 1sxOH - View Document