论文标题
分类二次Zeta功能
Categorifying quadratic zeta functions
论文作者
论文摘要
二次数字字段因子的Dedekind Zeta函数作为Riemann Zeta函数的产物和二次dirichlet字符的$ L $ function。我们使用客观线性代数将该公式分类为分区POSET的抽象发生率代数。
The Dedekind zeta function of a quadratic number field factors as a product of the Riemann zeta function and the $L$-function of a quadratic Dirichlet character. We categorify this formula using objective linear algebra in the abstract incidence algebra of the division poset.
