Twelfth International Conference
Zaragoza - Pau
on Mathematics
Preface
E. Ahusborde et al.
(PDF)
Discrete Hodge Helnholtz Decomposition
C. Amrouche, M. Meslameni and S. Necasova
(PDF)
Oseen problem in R
3
: an approach in weighted Sobolev spaces
C. Amrouche and A. Rejaiba
(PDF)
Stationary Stokes equations with friction slip boundary conditions
M. Arribas, D. Casanova, A. Elipe and M. Palacios
(PDF)
Bifurcations in the attitude dynamics of an axial-symmetric satellite in a central field
N. Barrau, R. Becker, E. Dubach and R. Luce
(PDF)
An adaptive NXFEM for the interface problem
A. Barreras and J. M. Peña
(PDF)
Characterizations and tests for almost M-matrices
C. Bauzet
(PDF)
Method for solving a stochastic conservation law
L. Cardoulis
(PDF)
An Inverse Problem for a time-dependent Schrödinger operator in an unbounded strip
M. Dauge, C. Bernardi, M. Costabel and V. Girault
(PDF)
On Friedrichs constant and Horgan-Payne angle for LBB condition
C. Erdmann
(PDF)
American options and nonlinear Black-Scholes equations. A viscosity solution approach
F. Genoud
(PDF)
Monotonicity of bifurcating branches for the radial p-Laplacian
J. L. Gracia
(PDF)
On the uniform convergence of singularly perturbed reaction-diffusion problems with non-smooth data
F. Guillén-González and M. A. Rodríguez-Bellido
(PDF)
Some properties on the Q-Tensor system
M. P. Laburta and J. I. Montijano
(PDF)
Projection methods based on dispersion errors for RK methods
V. Lanchares
(PDF)
On the stability of Hamiltonian dynamical systems
M. A. Marco-Buzunariz
(PDF)
A framework for free, finitely presented and braid groups in Sage
J. Merker and A. Matas
(PDF)
On comparison principles for weak solutions of doubly nonlinear reaction-diffusion equations
T. Sauer
(PDF)
The Continuous Wavelet Transform: Fast Implementation and Pianos
P. Sauvy
(PDF)
Stability of the solutions for a singular and sublinear elliptic problem
M. V. Sebastián, M. A. Navascués and N. Blasco
(PDF)
Fractality tests for the reference index of the Spanish stock market (IBEX 35)
J. Vallès
(PDF)
À propos des varités de Poncelet