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Author List

Displaying 51 authors out of 51
A. FRUHBIS-KRUGER (Universitaet Kaiserslautern, Kaiserslautern, Germany)
Computational approach to singularities
Computational approach to singularities
A. LIBGOBER AND M. OKA (University of Illinois at Chicago, USA and Tokyo University of Science, Japan)
Topology of the complements to curves and hypersurfaces
Topology of the complements to curves and hypersurfaces
A. NEMETHI (Hungarian Academy of Sciences, Hungary)
Invariants of normal surface singularities
Invariants of normal surface singularities (Lecture room B, Main Building)
A.C. NABARRO (Universidade de Sao Paulo, Sao Paulo, Brazil)
Index of a vector field in R2 and the pencil\'s geometry of its principal part
ALEKSEY A. DAVYDOV (Vladimir State Technical University, Russia)
Transition between optimal strategies in Arnold's model
B. TEISSIER (Institut de Mathematiques de Jussieu, Paris, France)
Equisingularity theory
Equisingularity theory
Equisingularity theory
Equisingularity theory
BERNARD TEISSIER (Institut de Mathematiques de Jussieu, Paris, France)
Valuations
CLAUDE WEBER (Universite de Geneve, Geneve, Suisse)
Four physicists at the origin of Knot theory in 19th. Century
D. SIERSMA AND M. TIBAR (Univ. of Utrecht, Netherlands and Univ. de Lille III, France)
Singularities at infinity (Lecture room B, Main building)
Singularities at infinity
DAVID MASSEY (Northeastern University, Boston, USA)
The Perverse Structure of the Vanishing Cycles and Milnor Equisingularity
DAVID TROTMAN (Universite de Provence Aix- Marseille, Marseille, France)
Real equisingularity and tame geometry
E. ROSALES-GONZALEZ (UNAM, Mexico City, Mexico)
Rigidity of Germs of Holomorphic Foliations with Dicritic Singularity
F. MICHEL (Universit‚ deToulouse, Toulouse, France)
Polar quotients and Jacobiens quotients (Lecture room B, Main building)
Polar quotients and Jacobiens quotients
FARID TARI (University of Durham, Durham, U.K.)
Bifurcations in implicit differential equations
FOUAD EL ZEIN (Universite de Nantes, Nantes, France)
Lefschetz Theorems and Hodge theory
FRANÇOISE MICHEL (Universite Paul Sabatier, Toulouse, France)
The boundary of the Milnor Fiber for germs of surfaces in C3 with non isolated singular locus
H. HAUSER (Leopold-Franzens-Universitaet Innsbruk, Austria)
The proof of resolution of singularities in characteristic zero
The proof of resolution of singularities in characteristic zero
HANS BRODERSEN (University of Oslo, Oslo, Norway)
Sufficienty of jets with line singularities
HELMUT HAMM (Westfalische W. Universitaet Muenster, Muenster, Germany)
Lefschetz theorem for the Picard group of singular quasiprojective varieties
J. STEENBRINK (Radboud University Nijmegen, Netherlands)
Hodge mixed structures
Hodge mixed structures (Lecture room B, Main Building)
JAMES DAMON (University of North Carolina, Chapel Hill, USA)
A resolution for the geometric complexity of regions in R3 and its topological consequences
JEAN-PAUL BRASSELET (Institut de Mathematiques de Luminy, Marseille, France)
Poincaré-Hopf Type Theorems on Singular Varieties - Characteristic Classes
Poincaré-Hopf Type Theorems on Singular Varieties - Characteristic Classes
Poincaré-Hopf Type Theorems on Singular Varieties - Characteristic Classes
JOSÉ SEADE (Universidad Nacional Autónoma de México, Cuernavaca, México)
On Milnor's Fibration Theorem
On Milnor's fibration Theorem
JÖRG SCH?RMANN (Westfalische W. Universitaet Muenster, Muenster, Germany)
Indices for 1-forms on singular spaces and characteristic cycles
K.R. SREENIVASAN (ICTP Director, Trieste, Italy)
OPENING CEREMONY
KARL FIESELER AND GOTTFRIED BARTHEL (University of Uppsala, Sweden and Universitaet Konstanz, Germany)
Introduction to Basic Toric Geometry
Introduction to Basic Toric Geometry
Introduction to Basic Toric Geometry
Introduction to Basic Toric Geometry
L. BIRBRAIR (Universidade Federal do Ceara, Brazil)
Metric theory of singularities (Lecture room D, Main building)
Metric theory of singularities
LE DUNG TRANG AND DAVID MASSEY (ICTP, Trieste, Italy and Northeastern University, Boston, USA)
Geometry and Topology of Singularities
Geometry and Topology of Singularities
Geometry and Topology of Singularities
Geometry and Topology of Singularities
MARCELO SAIA (Universidade de Sao Paulo, Sao Paulo, Brazil)
Whitney equisingularity of map germs, polar multiplicities and Euler obstruction of stable types
MARIA RUAS (Universidade de Sao Paulo, Sao Paulo, Brazil)
Topological triviality of families of singular surfaces
MARTIJN VAN MANEN (Hokkaido University, Hokkaido, Japan)
Weighted Voronoi diagrams, discrete Morse theory and tropical geometry
MASAAKI YOSHIDA (Kyushu University, Kyushu, Japan)
Automorphic functions for the Whitehead-link-complement group
MERAL TOSUN (Yildiz Technical University, Istanbul, Turkey)
Simple elliptic singularity and the corresponding Lie algebra
MICHAEL LONNE (Universitaet Hannover, Hannover, Germany)
Braid Monodromy and Hypersurface singularities
MICHEL COSTE (Université de Rennes, Rennes, France)
Introduction to Real Geometry
Introduction to Real Geometry
Introduction to Real Geometry
Introduction to Real Geometry
MUTSUO OKA (Tokyo University of Science, Tokyo, Japan)
Tangential Alexander Polynomial of plane curves
O. RIEMENSCHNEIDER (Universitaet Hamburg, Hamburg, Germany)
McKay correspondence for quotient surface singularities
McKay correspondence for quotient surface singularities (Lecture room B, Main building)
PHO DUC TAI (Hanoi University, Hanoi, Vietnam)
Plane curve Singularities: from local to global
R. BUCHWEITZ (Univ. of Toronto, Toronto, Canada)
Deformation theory and Quiver representation
Deformation theory and Quiver representation (Lecture room B, Main building)
RAIMUNDO N. A. DOS SANTOS (Universidade de Sao Paulo, Sao Paulo, Brazil)
Real Milnor fibration and C-regularity
ROGERIO MOL (Univ. Federal de Minas Gerais, Belo Horizonte, Brazil)
Polar classes associated to singular holomorphic foliations
S. ISHII (Tokyo Institute of Technology, Tokio, Japan)
A resolution of singularities of a toric variety and a non-degenerate hypersurface singularities
A resolution of singularities of a toric variety and a non-degenerate hypersurface singularities
SABIR GUSEIN-ZADE (Moscow State University, Moscow, Russia)
Chern obstructions for collections of 1-forms on singular varieties
SUSUMU TANABE (Independent University of Moscow, Russia)
On Horn-Kapranov uniformisation of the discriminantal loci
T. OHMOTO (Hokkaido University, Sapporo, Japan)
Characteristic classes and Thom polynomials
TATSUO SUWA (Niigata University, Niigata, Japan)
Introduction to Complex Geometry
Introduction to Complex Geometry
Introduction to Complex Geometry
Introduction to Complex Geometry
TERRY GAFFNEY (Northeastern University, Boston, USA)
Counting singularities, multiplicities, and pairs of modules
V. GORYUNOV AND V. ZAKALYUKIN (University of Liverpool, UK. And Moscow Aviation Institute, Russia)
Lagrangian and legendrian singularities (Lecture room B, Main Building)
Lagrangian and legendrian singularities
VICTOR HUGO JORGE PEREZ (Universidade de Sao Paulo, Sao Paulo, Brazil)
Multigraded rings and Buchsbaum-Rim multiplicities
VICTOR V. GORYUNOV (University of Liverpool, Liverpool, U.K.)
Logarithmic vector fields for discriminants of composite functions
W. NEUMANN (Columbia University, New York, USA)
Surface singularities of splice type
Surface singularities of splice type

Organizers

J-P Brasselet, J. Damon, M. Lejeune-Jalabert, M. Oka