论文标题
Riemann运营商上等$ k $ -groups
Riemann operators on higher $K$-groups
论文作者
论文摘要
我们介绍了在Quillen的高$ K $ - 组$ k_ {n}（a）$的Riemann运营商中，整数环$ a $ a $ a $ a $ a $ a $ a $ a $ a $ a $ a $ k $。尤其是我们证明，$ K $的Dedekind Zeta功能的伽马因素是Riemann运营商的正则决定因素。
We introduce Riemann operators acting on Quillen's higher $K$--groups $K_{n}(A)$ for the integer ring $A$ of an algebraic number field $K$. Especially we prove that gamma factors of Dedekind zeta function of $K$ are obtained as regularized determinants of Riemann operators.
