The Organizing Committee welcomes proposals for minisymposia. The proposed title of the minisymposium, a list of speakers and a short abstract of the subject of the minisymposium, appropriate for public posting, should be submitted.

A minisymposium consists of a small number of talks (between three and six) with a common technical subject. Minisymposium organizers are responsible for participation of their speakers and collecting and forwarding initial speaker and talk title information. Minisymposia are allowed a maximum of three hours each.

Please submit the proposals by e-mail to Prof. C. Clavero at clavero@unizar.es or to conference secretariat bail2010@unizar.es

The participation of young researchers is encouraged. Minisymposia proposals will be reviewed on a continuous basis until the proposal deadline, 20 February 2010.

Finite element methods using layer-adapted grids.
Proposed and organised by: Martin Stynes, Hans-Görg Roos.

• Large-eddy-simulation of wall-bounded turbulent flows layer-adapted meshes vs weak dirichlet boundary conditions.
  Speakers: Lars Röhe, Gert Lube.
• Analysis of finite element methods for convection-diffusion problems in 2D on Bakhvalov-type meshes.
  Speakers: Hans-Grög Roos.
• Galerkin and streamline diffusion finite element methods on a Shishkin mesh for a convection-diffusion problem with corner singularities.
  Speakers: Sebastian Franz, R. Bruce Kellogg, M. Stynes.
• A numerical method for multiple solutions of a singularly perturbed semilinear Neumann problem.
  Speakers: Ziging Xie.
• Local projection stabilisation on layer-adapted meshes for convection-diffusion problems with characteristic layer (part I).
  Speakers: Sebastian Franz, Gunar Matthies.
• Local projection stabilisation on layer-adapted meshes for convection-diffusion problems with characteristic layer (part II).
  Speakers: Sebastian Franz, Gunar Matthies.
• Adaptative multimesh hp-FEM for coupled problems with boundary layers.
  Speakers: P. Solin, O. Certik.
• Superconvergence for finite element approximation of a convection-diffusion equation using graded meshes.
  Speakers: R.G. Durán, A.L. Lombardi, M.I. Prieto
• Finite element superconvergence under anisotropic meshesi.
  Speakers: Z.Zhanhg

Robust methods for time-dependent singularly perturbed problems.
Proposed and organised by: Dr. Torsten Linβ, Jose Luis Gracia.

• Uniformly convergent finite difference schemes for singularly perturbed 1D parabolic reaction-diffusion problems.
  Speakers: C. Clavero, J.L Gracia.
• An optimal time-stepping for a time dependent advection-diffusion problem.
  Speakers: N.Chadha, N. Madden.
• Maximum norm a posteriori error estimates for time-dependent convection-diffusion equations.
  Speakers: Natalia Kopteva, S. Franz.
• A singularly perturbed time dependent convection diffusion problem with an interior layer.
  Speakers: J.L Gracia, E. O'Riordan.
• Robust pointwise a posteriori error estimates for time-dependent singularly perturbed problems.
  Speakers: T. Linβ, N. Kopteva.
• Robust time integrators and uniformly convergent spatial discretizations for singularly perturbed parabolic problems: state of the art, pending tasks and challenges.
  Speakers: J.C. Jorge
• A computational study of an interior layer in a fluid flow problem.
  Speakers: K.K. Mondal, N. Madden.
• A singularly parabolic problem that degenerates on one boundary.
  Speakers: M. Viscor, M. Stynes.