Geometrization of 3 orbifolds of cyclic type

By:

Boileau Michel

Contributor(s):

Porti Joan [Auth.]

Material type: Text

TextLanguage: English Series: Asterisque; 272Publication details: Paris Societe Mathematique de France 2001Description: vi,208pISBN:

2-85629-100-7

Subject(s):

Manifolds(Topology)

DDC classification:

514.3 B679

Summary: This monograph volume gives a complete proof of Thurston,s orbifold theorem in the case where all local isotropy groups are cyclic subgroups.The chapters introduces the notion of cone 3-manifold and state the theorems, the proof of the compactness theore

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Item type	Current library	Call number	Status	Date due	Barcode	Item holds
Books	ISI Library, Kolkata	514.3 B679 (Browse shelf(Opens below))	Available		E3044

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Previous	514.3 B622 Geometry of manifolds	514.3 B622 Geometry of manifolds	514.3 B658 Theory and applications of distance geometry	514.3 B679 Geometrization of 3 orbifolds of cyclic type	514.3 B851 Singularity theory and equivarient symplectic maps	514.3 B875 Invariants for real generated uniform topological and algebraic categories	514.3 B956 Groups of automorphisms of manifolds	Next

This monograph volume gives a complete proof of Thurston,s orbifold theorem in the case where all local isotropy groups are cyclic subgroups.The chapters introduces the notion of cone 3-manifold and state the theorems, the proof of the compactness theore

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