-variétés topologiques et -microfibrés
G-actions and the Fundamental Group.
Gauge groups and topological invariants of vacuum manifolds
General position properties in fiberwise geometric topology [Book]
Generalization of a theorem by V. Eberhard
Generalized Hantzsche-Wendt flat manifolds.
We study the family of closed Riemannian n-manifolds with holonomy group isomorphic to Z2n-1, which we call generalized Hantzsche-Wendt manifolds. We prove results on their structure, compute some invariants, and find relations between them, illustrated in a graph connecting the family.
Generalized Hénon difference equations with delay.
Generalized manifolds ANR's and AR's and null decompositions of manifolds
Generalized Montesinos knots, tunnels and N-torsion.
Generalized symplectic rational blowdowns.
Generating series and asymptotics of classical spin networks
We study classical spin networks with group SU. In the first part, using Gaussian integrals, we compute their generating series in the case where the edges are equipped with holonomies; this generalizes Westbury’s formula. In the second part, we use an integral formula for the square of the spin network and perform stationary phase approximation under some non-degeneracy hypothesis. This gives a precise asymptotic behavior when the labels are rescaled by a constant going to infinity.
Genus two 3-manifolds are built from handle number one pieces.
Geodesic laminations with transverse Hölder distributions
Geodesic surfaces in knot complements.
Geometric orbifolds.
An orbifold is a topological space which ?locally looks like? the orbit space of a properly discontinuous group action on a manifold. After a brief review of basic concepts, we consider the special case 3-dimensional orbifolds of the form GammaM, where M is a simply-connected 3-dimensional homogeneous space corresponding to one of Thurston?s eight geometries, and where Gamma < Isom(M) acts properly discontinuously. A general description of these geometric orbifolds is given and the closed...
Geometric topology of stratified spaces.
Geometrical and topological properties of bumps and starlike bodies in Banach spaces.
Geometrical arguments concerning two-sided submanifolds, flat submanifolds and pinched bicollars
Geometrie Classification of Simplicial Structures on Topologieal Manifolds.
Geometry and topology of -covered foliations.