论文标题
在功能领域的较高时刻的本地和全球原理
Local to global principle for higher moments over function fields
论文作者
论文摘要
我们在全球功能场的全体形状环上建立了较高的矩和全球原理，并使用它来计算矩形单模型矩阵的较高矩，以及在此类环中具有系数的Eisenstein多项式。
We establish a local to global principle for higher moments over holomorphy rings of global function fields and use it to compute the higher moments of rectangular unimodular matrices and Eisenstein polynomials with coefficients in such rings.
