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Serveur d'exploration sur la recherche en informatique en Lorraine - Exploration (Accueil)

Index « Auteurs » - entrée « Mohab Safey El Din »
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Mnacho Echenim < Mohab Safey El Din < Mohamad Alaa Eddine Alali  Facettes :

List of bibliographic references indexed by Mohab Safey El Din

Number of relevant bibliographic references: 27.
[0-20] [0 - 20][0 - 27][20-26][20-40]
Ident.Authors (with country if any)Title
000031 (2016-05-09) Mohab Safey El Din ; Pierre-Jean Spaenlehauer [France]Critical Point Computations on Smooth Varieties: Degree and Complexity bounds
002400 (2011-04) Jean-Charles Faugère [France] ; Mohab Safey El Din [France] ; Pierre-Jean Spaenlehauer [France]Gröbner bases of bihomogeneous ideals generated by polynomials of bidegree (1,1): Algorithms and complexity
002B60 (2010-07-25) Jean-Charles Faugère [France] ; Mohab Safey El Din [France] ; Pierre-Jean Spaenlehauer [France]Computing Loci of Rank Defects of Linear Matrices using Gröbner Bases and Applications to Cryptology
003882 (2009) Hazel Everett [France] ; Daniel Lazard [France] ; Sylvain Lazard [France] ; Mohab Safey El Din [France]The Voronoi Diagram of Three Lines
004885 (2007-06-06) Hazel Everett [France] ; Daniel Lazard [France] ; Sylvain Lazard [France] ; Mohab Safey El Din [France]The Voronoi Diagram of Three Lines
004E23 (2007) Hazel Everett [France] ; Daniel Lazard [France] ; Sylvain Lazard [France] ; Mohab Safey El Din [France]The Voronoi Diagram of Three Lines
006604 (2004-09) Mohab Safey El Din [France] ; Eric Schost [France]Properness defects of projections and computation of at least one point in each connected component of a real algebraic set
006799 (2004) Mohab Safey El Din ; Eric SchostProperness defects of projection functions and computation of at least one point in each connected component of a real algebraic set
006E79 (2004) Mohab Safey El Din [France] ; Philippe TrebuchetStrong Bi-homogeneous Bézout's Theorem and degree bounds for algebraic optimization
006F35 (2004) Colas Le Guernic ; Mohab Safey El Din [France]On the practical computation of one point in each connected component of a semi-algebraic set defined by a polynomial system of equations and non-strict inequalities
007492 (2003) Mohab Safey El Din ; Eric SchostPolar varieties and computation of one point in each connected component of a smooth real algebraic set
007D72 (2003) Mohab Safey El Din [France] ; Eric Schost [France]Polar varieties and computation of one point in each connected component of a smooth real algebraic set
007F11 (2002-12) Philippe Aubry [France] ; Fabrice Rouillier [France] ; Mohab Safey El Din [France]Real solving for positive dimensional systems
008308 (2002) Mohab Safey El Din ; Eric SchostProperness defects of projections and computation of one point in each connected component of a real algebraic set
008614 (2002) Philippe Aubry ; Fabrice Rouillier ; Mohab Safey El DinReal solving for positive dimensional systems
008A89 (2002) Mohab Safey El Din [France] ; Eric SchostProperness defects of projections and computation of one point in each connected component of a real algebraic set
008D43 (2001) Mohab Safey El DinRésolution réelle des systèmes polynomiaux de dimension positive
009284 (2001) Fabrice Rouillier [France] ; Mohab Safey El Din [France] ; Éric Schost [France]Solving the Birkhoff Interpolation Problem via the Critical Point Method: An Experimental Study
009720 (2000-12) Fabrice Rouillier [France] ; Marie-Françoise Roy ; Mohab Safey El Din [France]Finding at least one point in each connected component of a real algebraic set defined by a single equation
009790 (2000-05) Henri Lombardi [France] ; Marie-Françoise Roy ; Mohab Safey El Din [France]New structure theorems for subresultants
009887 (2000) Henri Lombardi ; Marie-Françoise Roy ; Mohab Safey El DinNew structure theorems for subresultants

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