Perturbation of equivariant moduli spaces.
Planar surfaces in three-manifolds.
Planar trees, slalom curves and hyperbolic knots
Plane curves associated to character varieties of 3-manifolds.
Planes and Spheres as Topological Manifolds. Stereographic Projection
The goal of this article is to show some examples of topological manifolds: planes and spheres in Euclidean space. In doing it, the article introduces the stereographic projection [25].
Plongement du tore dans la sphère
Plongements lipschitziens dans un espace pentagonal
Point character of uniformities and completeness
Pointlike immersions of 2-manifolds
Polyhedral-shape concordance implying homeomorphic complements
Polynomial invariants for fibered 3-manifolds and teichmüller geodesics for foliations
Presentations for the punctured mapping class groups in terms of Artin groups.
Preuve de la conjecture de Poincaré en déformant la métrique par la courbure de Ricci
Nous présentons la preuve de la conjecture de Poincaré, concernant les variétés compactes simplement connexes de dimension , proposée par G. Perel’man. Elle repose sur l’étude de l’évolution de métriques riemanniennes sous le flot de la courbure de Ricci et sur les travaux antérieurs de R. Hamilton. Après une introduction aux techniques analytiques et géométriques développées par R. Hamilton, nous tentons de décrire la méthode de chirurgie métrique utilisée par G. Perel’man pour franchir les temps...
Probability measure functors preserving infinite-dimensional spaces
Products of Conjugacy Classes in a Free Group: a Counterexample.
Products of open manifolds with ℝ
We present a characterization of those open n-manifolds (n ≥ 5) whose products with the real line are homeomorphic to interiors of compact (n+1)-manifolds with boundary.
Projective Planes in Irreducible 3-Manifolds.
Proper homotopies in -manifolds
Properly homotopic nontrivial planes are isotopic
It is proved that two planes that are properly homotopic in a noncompact, orientable, irreducible 3-manifold that is not homeomorphic to are isotopic. The end-reduction techniques of E. M. Brown and C. D. Feustal and M. G. Brin and T. L. Thickstun are used.
Property Z and Property Y sets in F-manifolds