Organizers: Enrique Artal and José Ignacio Cogolludo (Universidad de Zaragoza).

Co-organizers: Miguel Ángel Marco (Universidad Complutense), Jorge Martín and Jorge Ortigas (CUD).

Speakers:

• C. Bivià (Universitat Politècnica de València):
  
  
  Lojasiewicz exponents and its relation with other analytic invariants



• P. Cassou-Noguès (Université de Bordeaux 1):
  
  
  Field generators
  
  
  
• D. Faenzi (Université de Pau et des Pays de l'Adour):
  
  
  Duality and logarithmic vector fields of projective hypersurfaces



• P. González (Universidad Complutense de Madrid):
  
  
  Resolution complexity of plane curves and Eggers-Wall trees.



• J. Martín (Centro Universitario de la Defensa):
  
  
  Semistable reduction of a Q-normal crossing divisor



• A. Melle (Universidad Complutense de Madrid)
  
  
  Higher order generalized Euler characteristics and generating series.



• F. Monserrat (Universitat Politècnica de València):
  
  
  Jumping numbers associated with curves and complete ideals in a 2-dimensional regular local ring



• J. Ortigas (Centro Universitario de la Defensa):
  
  
  Counting lattice points using curves on weighted projective planes



• P. Popescu-Pampu (Université de Lille 1):
  
  
  Un teorema de inversión para singularidades con varias ramas



• J. Vallès (Université de Pau et des Pays de l'Adour):
  
  
  Generalised logarithmic bundles

Expected financial support:

Instituto Universitario de Matemáticas y Aplicaciones
Red Singular
Grupo Singular
Grupo Consolidado E15 Geometría

Practical Information:

• Lectures will be held at the Facultad de Ciencias, Campus Plaza de San Francisco.
• This workshop is intended for people working on Singularity Theory in Algebraic Geometry and related subjects.
• If interested people, please contact the organizers at jicogo@unizar.es or artal@unizar.es.
• Practical information, titles of the lectures and schedule will be announced shortly.