Exposé d'une théorie (géométrie élémentaire) des sections coniques
Exposé d'une théorie (géométrie élémentaire) des sections coniques
Exposé d'une théorie géométrique élémentaire des sections coniques (suite et fin, voir 2e série, t. X, p. 305)
Expression en déterminant de la surface d'un quadrilatère en valeur des coordonnées de ses quatre sommets consécutifs
Extended near hexagons and line systems.
Extending arcs: an elementary proof.
Extending locally truncated chamber systems by sheaves.
Extending Nearaffine Planes to Hyperbola Structures
H. A. Wilbrink [Geom. Dedicata 12 (1982)] considered a class of Minkowski planes whose restrictions, called residual planes, are nearaffine planes. Our study goes in the opposite direction: what conditions on a nearaffine plane are necessary and sufficient to get an extension which is a hyperbola structure.
Extending the dual of the Petersen graph.
Extension and reconstruction theorems for the Urysohn universal metric space
We prove some extension theorems involving uniformly continuous maps of the universal Urysohn space. As an application, we prove reconstruction theorems for certain groups of autohomeomorphisms of this space and of its open subsets.
Extension of Collineations Defined on Certain Sets of a Desarguesian Projective Plane
Extensions of an elementary geometric inequality.
Exterior Algebra and Projections of Polytopes.
Exterior parallelism for polyhedra.
Extremal problems for conditioned brownian motion and the hyperbolic metric
This paper investigates isoperimetric-type inequalities for conditioned Brownian motion and their generalizations in terms of the hyperbolic metric. In particular, a generalization of an inequality of P. Griffin, T. McConnell and G. Verchota, concerning extremals for the lifetime of conditioned Brownian motion in simply connected domains, is proved. The corresponding lower bound inequality is formulated in various equivalent forms and a special case of these is proved.