par Kaoutit, Laiachi El;Saracco, Paolo 
Référence Ars Mathematica contemporanea, 16, 2, page (319-329)
Publication Publié, 2019-01-09
Référence Ars Mathematica contemporanea, 16, 2, page (319-329)
Publication Publié, 2019-01-09
Article révisé par les pairs
| Résumé : | The space of linearly recursive sequences of complex numbers admits two distinguished topologies. Namely, the adic topology induced by the ideal of those sequences whose first term is 0 and the topology induced from the Krull topology on the space of complex power series via a suitable embedding. We show that these topologies are not equivalent. |
