论文标题
$ l $ functions及其非共同零的组合$σ> 1 $
Combinations of $L$-functions and Their Non-coincident Zeros for $σ>1$
论文作者
论文摘要
本说明的目的是建立Booker-Thorne和Righetti关于代数组合$ L $ functions的零的作品。也就是说，我们表明，来自一类Euler产品的两个函数的两种通用组合在半平面$σ> 1 $中具有非辅助零。
The purpose of this note is to build upon work of Booker--Thorne and Righetti concerning zeros of algebraic combinations of $L$-functions. Namely, we show that two generic combinations of functions from a wide class of Euler products have non-coincident zeros in the half-plane $σ>1$.
