- Patrick DEHORNOY Ivan DYNNIKOV
- DIAGRAMS COLOURINGS AND APPLICATIONS PATRICK DEHORNOY
- Bilan du concours chercheurs 2010 P. Dehornoy, INSMI-CNRS
- ACTION OF BRAIDS ON SELF-DISTRIBUTIVE SYSTEMS Patrick DEHORNOY
- CONVERGENCE OF HANDLE REDUCTION OF BRAIDS PATRICK DEHORNOY
- MMFAI lundi 31 janvier 2005, 14 heures Logique (P. Dehornoy) Salle Cartan
- Bilan des dlgations CNRS 2010 P. Dehornoy, INSMI-CNRS
- CHAPITRE III Le syst`eme de ZermeloFraenkel
- Transfinite Braids and Left Distributive Operations
- CHAPITRE II Les ordinaux
- THE FINE STRUCTURE OF LD-EQUIVALENCE Patrick DEHORNOY
- Ordering Braids Patrick Dehornoy
- COMBINATORIAL DISTANCE BETWEEN BRAID WORDS PATRICK DEHORNOY
- ON THE DISTANCE BETWEEN THE EXPRESSIONS OF A PERMUTATION
- USING GROUPS FOR INVESTIGATING REWRITE SYSTEMS PATRICK DEHORNOY AND VINCENT VAN OOSTROM
- February 16, 2006 10:23 WSPC/INSTRUCTION FILE Dhj Journal of Algebra and Its Applications
- STILL ANOTHER APPROACH TO THE BRAID ORDERING PATRICK DEHORNOY
- GEOMETRIC PRESENTATIONS FOR THOMPSON'S GROUPS PATRICK DEHORNOY
- Contemporary Mathematics THIN GROUPS OF FRACTIONS
- GROUPES DE GARSIDE Patrick DEHORNOY
- STUDY OF AN IDENTITY Patrick DEHORNOY
- THE GROUP OF SELF-DISTRIBUTIVITY IS BI-ORDERABLE Patrick DEHORNOY
- A CONJECTURE ABOUT CONJUGACY IN FREE GROUPS
- A Fast Method for Comparing Braids
- Construction of Self-Distributive Operations and Charged Braids
- UNE AUTRE APPLICATION DE LA THEORIE DES ENSEMBLES Patrick DEHORNOY
- LES INTERACTIONS PLURIDISCIPLINAIRES DES MATHEMATIQUES
- Bilan des chercheurs invits sur contrat ("postes rouges") 2010 P. Dehornoy, INSMI-CNRS
- Preface vii Part A: Ordering the Braids
- CANTOR ET LES INFINIS PATRICK DEHORNOY
- Notes on the Braid Isotopy Problem Patrick DEHORNOY
- Patrick Dehornoy (1) Le probl`eme d'isotopie des tresses
- THEORIE AXIOMATIQUE DES PATRICK DEHORNOY
- ensemble Resume. Frequemment utilises, les ensembles sont des objets mathematiques speci-
- CHAPITRE IX Mod`eles de ZF
- FIMFA vendredi 19 janvier 2007, 13 heures 30 Logique (P. Dehornoy) Salle Henri Cartan
- Issues d'une intuition physique naturelle, les tresses sont des objets mathematiques fascinants, qui appa-
- AU-DEL`A DU FORCING : LA NOTION DE VERITE
- Handbook of Set Theory Foreman, Kanamori, and Magidor (eds.)
- ON COMPLETENESS OF WORD REVERSING PATRICK DEHORNOY
- Contemporary Mathematics Braid-based cryptography
- Les ensembles constructibles Resume. De m^eme qu'on introduit le sous-corps premier d'un corps K comme
- Devoir pour le 29 novembre 2004 L'objet du devoir est d'etudier la combinatoire sur 1, premier ordi-
- Groups with a Complemented Presentation Patrick DEHORNOY
- ON WORD REVERSING IN BRAID GROUPS PATRICK DEHORNOY AND BERT WIEST
- CHAPITRE VIII Les theor`emes de limitation
- Alg`ebre/Algebra Deux proprietes des groupes de tresses.
- A Normal Form for the Free Left Distributive Law.
- COMBINATORICS OF NORMAL SEQUENCES OF BRAIDS PATRICK DEHORNOY
- Braid Groups and Left Distributive Operations.
- ENTITY AUTHENTICATION SCHEMES USING BRAID WORD HERVE SIBERT, PATRICK DEHORNOY, AND MARC GIRAULT
- Three-Dimensional Realizations of Braids Patrick DEHORNOY
- LECTURE NOTES ON ARTINTITS GROUPS PATRICK DEHORNOY
- HOMOLOGY OF GAUSSIAN GROUPS HOMOLOGIE DES GROUPES GAUSSIENS
- Bilan des primes d'excellence scientifique (PES) CNRS 2010 P. Dehornoy, INSMI-CNRS
- Contemporary Mathematics Using shifted conjugacy in braid-based cryptography
- BRAID ORDER, SETS, AND KNOTS PATRICK DEHORNOY
- Les cardinaux Resume. Tout ensemble fini est en bijection avec un unique entier, appele son cardi-
- CHAPITRE VII Logique du premier ordre
- Seminaire BOURBAKI Mars 2003+ 55`eme annee, 2002-2003, no 915
- THE GEOMETRY MONOID OF LEFT SELF-DISTRIBUTIVITY Patrick DEHORNOY
- ALTERNATING NORMAL FORMS FOR BRAIDS AND LOCALLY GARSIDE MONOIDS
- CHAPITRE IV L'axiome du choix
- Gaussian groups and Garside groups, two generalisations of Artin groups
- Weak Faithfulness Properties for the Burau Representation
- THE GROUP OF PARENTHESIZED BRAIDS PATRICK DEHORNOY
- CHAPITRE VI Logique propositionnelle
- EFFICIENT SOLUTIONS TO THE BRAID ISOTOPY PROBLEM PATRICK DEHORNOY
- GAUSSIAN GROUPS ARE TORSION FREE Patrick DEHORNOY
- LEFT-GARSIDE CATEGORIES, SELF-DISTRIBUTIVITY, AND PATRICK DEHORNOY
- The Structure Group for the Associativity Identity
- THE SUBWORD REVERSING METHOD PATRICK DEHORNOY
- RECENT PROGRESS ON THE CONTINUUM HYPOTHESIS (AFTER PATRICK DEHORNOY
- MMFAI vendredi 27 janvier 2006, 14 heures Logique (P. Dehornoy) Salle Cartan
- COMPLETE POSITIVE GROUP PRESENTATIONS PATRICK DEHORNOY
- DISKS IN TRIVIAL BRAID DIAGRAMS PATRICK DEHORNOY
- UNPROVABILITY RESULTS INVOLVING BRAIDS LORENZO CARLUCCI, PATRICK DEHORNOY, AND ANDREAS WEIERMANN
- THE GROUP OF FRACTIONS OF A TORSION FREE LCM MONOID IS TORSION FREE
- STRANGE QUESTIONS ABOUT BRAIDS Patrick DEHORNOY
- Garside Theory Version of July 28, 2011
- A CONJECTURE ABOUT ARTINTITS GROUPS PATRICK DEHORNOY AND EDDY GODELLE
- TAMARI LATTICES AND THE SYMMETRIC THOMPSON MONOID PATRICK DEHORNOY
