Resumen

AMEZIANE HASSANI, R.  y  BABAHMED, M.. TOPOLOGIES POLAIRES COMPATIBLES AVEC UNE DUALITÉ SÉPARANTE SUR UN CORPS VALUÉ NON-ARCHIMÉDIEN. Proyecciones (Antofagasta) [online]. 2001, vol.20, n.2, pp. 217-241. ISSN 0716-0917.  doi: 10.4067/S0716-09172001000200006.

In this paper, we deal with polar topologies in separated dual pair (X, Y) of vector spaces over a non-archimedean valued field. We study compatible polar topologies, and we give some results characterizing specific subsets of X related to these topologies, especially if the field K is spherically complete or the compatible topology is polar or strongly polar. Furthermore, we investigate some topological properties in the duality (X, Y) such as barreldness and reflexivity