Abstract
Alves, C.O. and J.L.P. Barreiro, Multiple solutions for a class of quasilinear problems involving variable exponents (2) 161–184
Alves, C.O., G.M. Figueiredo and M. Yang, Multiple semiclassical solutions for a nonlinear Choquard equation with magnetic field (2) 135–159
Angot, P., G. Carbou and V. Péron, Asymptotic study for Stokes–Brinkman model with jump embedded transmission conditions (3,4) 223–249
Baffico, L., Two-scale homogenization of the Poisson equation with friction boundary condition in a perforated domain (3,4) 331–349
Barreiro, J.L.P., see Alves, C.O. (2) 161–184
Carbou, G., see Angot, P. (3,4) 223–249
Cavazos-Cadena, R. and D. Hernández-Hernández, Local Poisson equations associated with the Varadhan functional (1) 23– 50
De Luca, L., Γ-convergence analysis for discrete topological singularities: The anisotropic triangular lattice and the long range interaction energy (3,4) 185–221
do Ó, J.M., O.H. Miyagaki and C. Santana, Standing waves for a system of nonlinear
Schrödinger equations in
Figueiredo, G.M., see Alves, C.O. (2) 135–159
Gurevich, P. and D. Rachinskii, Asymptotics of sign-changing patterns in hysteretic systems with diffusive thresholds (1) 1– 22
Hernández-Hernández, D., see Cavazos-Cadena, R. (1) 23– 50
Hong, Y., Global attractor of atmospheric equations (2) 91–107
Huneau, C., Constraint equations for
Kagaya, T., see Shimojo, M. (2) 109–134
Miara, B., see Yan, G. (3,4) 283–308
Miyagaki, O.H., see do Ó, J.M. (3,4) 351–372
Novák, R., Bound states in waveguides with complex Robin boundary conditions (3,4) 251–281
Péron, V., see Angot, P. (3,4) 223–249
Rachinskii, D., see Gurevich, P. (1) 1– 22
Santana, C., see do Ó, J.M. (3,4) 351–372
Shimojo, M. and T. Kagaya, Exponential stability of a traveling wave for an area preserving curvature motion with two endpoints moving freely on a line (2) 109–134
Yan, G. and B. Miara, Mathematical justification of the obstacle problem in the case of piezoelectric plate (3,4) 283–308
Yang, M., see Alves, C.O. (2) 135–159
Zhang, Z., Boundary behavior of large solutions for semilinear elliptic equations with weights (3,4) 309–329