论文标题
力矩在组上起作用
Moment functions on groups
论文作者
论文摘要
这项工作的主要目的是证明对组上的广义力矩函数的表征定理。根据主要结果之一，这些是指数多项式，可以借助于完整（指数）钟形多项式描述。这些特征将是我们主要结果的直接后果，即更高等级的广义力矩功能的表征。
The main purpose of this work is to prove characterization theorems for generalized moment functions on groups. According one of the main results these are exponential polynomials that can be described with the aid of complete (exponential) Bell polynomials. These characterizations will be immediate consequences of our main result about the characterization of generalized moment functions of higher rank.
