本刊英文版Vol.32(2016),No.3论文摘要（英文）

Abstract

A Recursive Basis for Primitive Forms in Symplectic Spaces and Applications to Heisenberg Groups Annalisa BALDI Marilena BARNABEI Bruno FRANCHI Abstract This paper is divided in two parts:in Section 2,we define recursively a privileged basis of the primitive forms in a symplectic space(V^(2n),ω).Successively,in Section 3,we

A Recursive Basis for Primitive Forms in Symplectic Spaces and Applications to Heisenberg Groups This paper is divided in two parts： in Section 2, we define recursively a privileged basis of the primitive forms in a symplectic space （V2n, w）. Successively, in Section 3, we apply our construction in the setting of Heisenberg groups Hn, n 〉 1, to write in coordinates the exterior differential of the so-called Rumin＇s complex of differential forms in Hn.