G-Invariante Morse-Funktionen.
Glättung endlich-differenzierbarer Räume.
Global rigidity of solvable group actions on .
Good metric spaces without good parameterizations.
A classical problem in geometric topology is to recognize when a topological space is a topological manifold. This paper addresses the question of when a metric space admits a quasisymmetric parametrization by providing examples of spaces with many Eucledian-like properties which are nonetheless substantially different from Euclidean geometry. These examples are geometrically self-similar versions of classical topologically self-similar examples from geometric topology, and they can be realized...
Graded lagrangian submanifolds
Graded Riemann surfaces and Krichever-Novikov algebras
Graded-commutativity of the Yoneda product of Hopf bimodules.
Gradient homotopies of gradient vector fields
Gradients de Heegaard sous-logarithmiques d’une variété hyperbolique de dimension trois et fibres virtuelles
J. Maher a montré qu’une variété hyperbolique de dimension compacte sans bord, connexe et orientable fibre virtuellement sur le cercle si et seulement si elle admet une famille infinie de revêtements finis de genre de Heegaard borné. En s’appuyant sur la démonstration de Maher, cet article présente un théorème donnant une condition suffisante pour qu’un revêtement fini d’une variété hyperbolique compacte de dimension contienne une fibre virtuelle, qui s’exprime en fonction du degré du revêtement...
Grafting Seiberg-Witten monopoles.
Graph Cohomology, Colored Posets and Homological Algebra in Functor Categories
The homology theory of colored posets, defined by B. Everitt and P. Turner, is generalized. Two graph categories are defined and Khovanov type graph cohomology are interpreted as Ext* groups in functor categories associated to these categories. The connection, described by J. H. Przytycki, between the Hochschild homology of an algebra and the graph cohomology, defined for the same algebra and a cyclic graph, is explained from the point of view of homological algebra in functor categories.
Graphe planaire et représentation sur une surface de genre quelconque pour une courbe à points multiples donnée par un schéma de Gauss
Graphes planaires et présentations des groupes de tresses.
Graphs and projective planes in 3-manifolds.
Gröbner bases and the immersion of real flag manifolds in Euclidean space
Gropes and the rational lift of the Kontsevich integral
We calculate the leading term of the rational lift of the Kontsevich integral, , introduced by Garoufalidis and Kricker, on the boundary of an embedded grope of class, 2n. We observe that it lies in the subspace spanned by connected diagrams of Euler degree 2n-2 and with a bead t-1 on a single edge. This places severe algebraic restrictions on the sort of knots that can bound gropes, and in particular implies the two main results of the author’s thesis [1], at least over the rationals.
Grothendieck Groups of Sesquilinear Forms over a Ring with Involution.
Group Actions and Curvature.
Group Actions Having One Fixed Point.
Group actions on fibered three-manifolds.