par Baguis, Pierre
;Cahen, Michel ![](/vufind/images/ULB/publications_list.png)
Référence letters in mathematical physics, 57, 2, page (149-160)
Publication Publié, 2001-08
![](/vufind/images/ULB/publications_list.png)
![](/vufind/images/ULB/publications_list.png)
Référence letters in mathematical physics, 57, 2, page (149-160)
Publication Publié, 2001-08
Article révisé par les pairs
Résumé : | We give an elementary construction of symplectic connections through reduction. This provides an elegant description of a class of symmetric spaces and gives examples of symplectic connections with Ricci type curvature, which are not locally symmetric; the existence of such symplectic connections was unknown. |