摘要
设2S是单模整矩阵,Jk,S(Γ)是Γ上权k,指标S的Jacobi形式空间.当2k<n+rankS时,我们给出了Jacobi形式空间的完全分类。
Let 2 S be a unimodular matrix and J k,S (Γ) denote the linear space of Jacobi forms of weught k and index S . A complete classification of Jocob form space is given with 2 K<n +rank S . Moreover,a rank formula is given for any element in J k,S (Γ) .
基金
国家天元基金