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Spherical CR Geometry and Dehn Surgery (AM-165)
Volume 165 in the series
Annals of Mathematics Studies
- Language: English
- Publisher: Princeton University Press
- Copyright year: 2007
- Edition: Course Book
- Audience: Professional and scholarly;College/higher education;
- Pages
- Main content: 200
- Illustrations
- Other: 15 halftones. 9 line illus.
- Keywords: Theorem; Möbius transformation; Homeomorphism; Hyperbolic geometry; Hyperbolic 3-manifold; Triangle group; Subgroup; Diameter; Transversality (mathematics); Compact space; Geometry; Tetrahedron; Automorphism; Hyperbolic manifold; Ideal triangle; Contact geometry; Discrete group; Subset; Holonomy; Dehn surgery; Hyperbolic Dehn surgery; Projection (linear algebra); Hyperbolic space; Equivalence relation; Limit set; Equation; Fundamental domain; Unit disk; Topology; Tangent space; Metric space; CR manifold; Parity (mathematics); Intersection (set theory); Horosphere; Hypersurface; Seifert fiber space; Special case; Isometry; Cartesian product; R-factor (crystallography); Hexagonal tiling; Convex hull; Unit sphere; Real projective space; Homotopy; Set (mathematics); Projectivization; Bump function; Isometry group; Clifford torus; Function (mathematics); Subsequence; Bijection; Mathematical induction; Covering space; Arc (geometry); Sard's theorem; Diagram (category theory); I0; Polyhedron; Ball (mathematics); Homology (mathematics); Siegel domain; Double coset; Coprime integers; Partition of unity; Intermediate value theorem; Conjugacy class; Simply connected space; Differential geometry of surfaces; Geometry and topology; Quotient space (topology); Sphere; Parameter; Euclidean distance; Harmonic function; Eigenvalues and eigenvectors; Convex cone; Tangent vector; Equivalence class; Connected space; Right angle; Diffeomorphism; Manifold; Union (set theory); Calculation; Unit tangent bundle; Hyperbolic triangle; Stereographic projection; Canonical basis; Coset; Torus; Limit point; Four-dimensional space; Combinatorics; Permutation; Dense set; Partial derivative; Solid torus
eBook
- Published: January 29, 2007
- ISBN: 9781400837199
