WorldCat Identities

Teissier, Bernard

Overview
Works: 31 works in 124 publications in 4 languages and 987 library holdings
Genres: Conference papers and proceedings  History 
Roles: Editor, Author, Opponent, Thesis advisor, Author of introduction
Classifications: QA3, 510
Publication Timeline
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Most widely held works by Bernard Teissier
Séminaire sur les singularités des surfaces : Centre de mathématiques de l'Ecole polytechnique, Palaiseau, 1976-1977 by Erik Seedhouse( Book )

24 editions published between 1977 and 2008 in 4 languages and held by 379 WorldCat member libraries worldwide

Lunar Outpost provides a detailed account of the various technologies, mission architectures, medical requirements and training needed to return humans to the Moon within the next decade. It focuses on the means by which a lunar outpost will be constructed and also addresses major topics such as the cost of the enterprise and the roles played by private companies and individual countries. The return of humans to the surface of the Moon will be critical to the exploration of the solar system. The various missions are not only in pursuit of scientific knowledge, but also looking to extend human civilization, economic expansion, and public engagement beyond Earth. As well as NASA, China's Project 921, Japan's Aerospace Exploration Agency, Russia, and the European Space Agency are all planning manned missions to the Moon and, eventually, to Mars. The Ares-I and Ares-V are the biggest rockets since the Saturn V and there is much state-of-the-art technology incorporated into the design of Orion, the spacecraft that will carry a crew of four astronauts to the Moon. Lunar Outpost also describes the human factors, communications, exploration activities, and life support constraints of the missions. - Publisher
Le problème des modules pour les branches planes : cours donné au Centre de mathématiques de l'Ecole polytechnique by Oscar Zariski( Book )

23 editions published between 1973 and 1986 in French and English and held by 129 WorldCat member libraries worldwide

Singularity theory : 19 August-6 September 1991( Book )

9 editions published in 1995 in English and held by 79 WorldCat member libraries worldwide

Valuation theory in interaction by International conference and workshop on valuation theory( Book )

7 editions published in 2014 in English and Undetermined and held by 61 WorldCat member libraries worldwide

Having its classical roots, since more than a century, in algebraic number theory, algebraic geometry and the theory of ordered fields and groups, valuation theory has seen an amazing expansion into many other areas in recent decades. Moreover, having been dormant for a while in algebraic geometry, it has now been reintroduced as a tool to attack the open problem of resolution of singularities in positive characteristic and to analyse the structure of singularities. Driven by this topic, and by its many new applications in other areas, also the research in valuation theory itself has been intensified, with a particular emphasis on the deep open problems in positive characteristic. As important examples for the expansion of valuation theory, it has become extremely useful in the theory of complex dynamical systems, and in the study of non-oscillating trajectories of real analytic vector fields in three dimensions. Analogues of the Riemann-Zariski valuation spaces have been found to be the proper framework for questions of intersection theory in algebraic geometry and in the analysis of singularities of complex plurisubharmonic functions. In a different direction, the relation between Berkovich geometry, tropical geometry and valuation spaces, on the one hand, and the geometry of arc spaces and valuation spaces, on the other, have begun to deepen and clarify. Ever since its beginnings, valuation theory and Galois theory have grown closely together and influenced each other. Arguably, studying and understanding the extensions of valuations in algebraic field extensions is one of the most important questions in valuation theory, whereas using valuation theory is one of he most important tools in studying Galois extensions of fields, as well as constructing field extensions with given properties. The well established topic of the model theory of valued fields is also being transformed, in particular through the study of valued fields with functions and operators, a
Ensembles sous-analytiques à la polonaise : avec une introduction aux fonctions et ensembles analytiques [par] Zofia Denkowska et Maciej Denkowski by Zofia Denkowska( Book )

6 editions published between 2007 and 2008 in French and English and held by 32 WorldCat member libraries worldwide

Analyse et topologie sur les espaces singuliers by Bernard Teissier( Book )

1 edition published in 1982 in French and held by 21 WorldCat member libraries worldwide

Fractions lipschitziennes d'une algebre analytique complexe et saturation de Zariski by Frédéric Pham( Book )

4 editions published in 1969 in French and held by 20 WorldCat member libraries worldwide

The moduli problem for plane branches by Oscar Zariski( Book )

3 editions published in 2006 in English and held by 20 WorldCat member libraries worldwide

Quelques calculs utiles pour la resolution des singularites by M Lejeune-Jalabert( Book )

6 editions published in 1971 in French and Italian and held by 14 WorldCat member libraries worldwide

Analyse et topologie sur les espaces singuliers CIRM, 6-10 juillet 1981 by Colloque analyse et topologie sur les espaces singuliers( Book )

2 editions published in 1982 in French and held by 13 WorldCat member libraries worldwide

Les grands courants de la pensée mathématique( )

1 edition published in 2014 in French and held by 13 WorldCat member libraries worldwide

Contributions à l'étude des singularités du point de vue du polygone de Newton by M Lejeune-Jalabert( Book )

9 editions published in 1973 in French and held by 13 WorldCat member libraries worldwide

ON PRESENTE ET ETUDIE UN ENSEMBLE DE NOTIONS QUI CONSTITUE UNE GENERALISATION, AU CAS D'UN GERME D'ESPACE ANALYTIQUE COMPLEXE QUELCONQUE, DE LA CONSTRUCTION DU POLYGONE DE NEWTON D'UN GERME DE COURBE PLANE. ON DEFINIT ET ETUDIE LES PROPRIETES DES OBJETS GEOMETRIQUES: CONES NORMAUX ANISOTROPES ET FAISCEAUX DE JETS ANISOTROPES QU'ON ASSOCIE A UNE INSTALLATION. ON ETUDIE LE COMPORTEMENT D'UNE INSTALLATION PAR MODIFICATION, SURTOUT EN CE QUI CONCERNE LA FONCTION DE SAMUEL ORDINAIRE. ON INTRODUIT UNE GENERALISATION DE LA NOTION DE CONTACT MAXIMAL DE HIRONAKA ET ON UTILISE LE FAIT QUE CETTE DEFINITION SUFFISAMMENT GENERALE DES INSTALLATIONS PERMET L'ETUDE LOCALE, DU POINT DE VUE DES INSTALLATIONS, DE N'IMPORTE QUEL MORPHISME D'ESPACES ANALYTIQUES
Normal cones and sheaves of relative jets by M Lejeune-Jalabert( Book )

4 editions published in 1971 in English and held by 11 WorldCat member libraries worldwide

Collected papers by Oscar Zariski( Book )

1 edition published in 1979 in English and held by 5 WorldCat member libraries worldwide

Polyèdre caractéristique d'une singularité by Vincent Cossart( Book )

1 edition published in 1987 in French and held by 4 WorldCat member libraries worldwide

La thèse se compose de trois parties : d'une part de deux articles Desingularization of embedded excellent surfaces, Tohoku Math. Journ. 33 (1981) p.25-33,Desingularization in dimension 2, Lecture Notes in Math., 1101 (1984) p.79-98 et d'autre part d'une partie inédite Forme normale d'une fonction de trois variables en caractéristique positive. C'est ce dernier travail que nous allons résumer ici. Soit f une fonction sur un schéma régulier X. Rappelons que, en caractéristique positive, une relation du genre f = ux1a(1xr a(r) =uxa, où u est une unité, ne dit rien sur f lorsque le multi-indice a est divisible par p car par exemple, en cherchant le lieu singulier de f=O, on est conduit par le critère Jacobien à étudier les dérivées de u sur lesquelles on ne sait rien. On cherche donc à réaliser une condition plus forte où le coefficient du monôme vaut 1 ; on dit que f est mise sous forme normale si pour tout X, il existe un revêtement fini étale V d'un voisinage U de dans X, tel que, sur v, on ait (*) f = gP + x1 a(1).x pa(p) où g E OV(V), où (x1,...,xp) est une p-base de OV(V) et où l'un des a(i) n'est pas divisible par p. Notre énoncé dit que l'on peut réaliser (*) par une suite d'éclatements de X dont les centres sont réguliers, à croisements normaux avec le diviseur exceptionnel crée par les éclatements précédents et contenus dans l'ensemble des points où l'on n'a pas (*). L'énoncé obtenu a par exemple pour conséquence, la désingularisation d'un revêtement radiciel de hauteur 1. Les difficultés surmontées sont considérablement plus grandes qu'en caractéristique nulle. En fait, le problème analogue en car. 0 est la désingularisation d'un champ de vecteurs en dimension 3 obtenue récemment par F. Cano, par des méthodes voisines des nôtres
FONCTIONS ZETA LOCALES D'IGUSA ET SINGULARITES by François Loeser( Book )

1 edition published in 1988 in French and held by 2 WorldCat member libraries worldwide

ON ETUDIE DANS CETTE THESE LES POLES DES FONCTIONS ZETA LOCALES D'IGUSA (OU PUISSANCES COMPLEXES) ASSOCIEES A DES FONCTIONS COMPLEXES OU P-ADIQUES. DANS LE CAS COMPLEXE ON UTILISE LA THEORIE DE HODGE. DANS LE CAS P-ADIQUE ON RELIE LES POLES AUX POLYNOMES DE BERNSTEIN ET A LA MONODROMIE. ON ETUDIE AUSSI LE CAS DE PLUSIEURS FONCTIONS. LA THESE CONTIENT EGALEMENT UN ARTICLE SUR LE VOLUME DES TUBES AUTOUR DES SINGULARITES ET UN AUTRE SUR LE POLYNOME D'ALEXANDER DES COURBES PLANES PROJECTIVES
Les grands courants de la pensée mathématique by François Le Lionnais( Book )

2 editions published in 1998 in French and held by 2 WorldCat member libraries worldwide

 
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Séminaire sur les singularités des surfaces : Centre de mathématiques de l'Ecole polytechnique, Palaiseau, 1976-1977
Alternative Names
Bernard Teissier Frans wiskundige

Bernard Teissier fransk matematikar

Bernard Teissier fransk matematiker

Bernard Teissier französischer Mathematiker

Bernard Teissier French mathematician

Teissier, B.

Teissier, B. (Bernard)

ベルナール・テシエ

Languages
French (69)

English (30)

German (2)

Italian (1)

Covers
The moduli problem for plane branches