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The asymptotic number of zeros of exponential sums in critical strips
Monatshefte für Mathematik ( IF 0.8 ) Pub Date : 2021-01-02 , DOI: 10.1007/s00605-020-01489-2 Janne Heittokangas , Zhi-Tao Wen
Monatshefte für Mathematik ( IF 0.8 ) Pub Date : 2021-01-02 , DOI: 10.1007/s00605-020-01489-2 Janne Heittokangas , Zhi-Tao Wen
Normalized exponential sums are entire functions of the form $$\begin{aligned} f(z)=1+H_1e^{w_1z}+\cdots +H_ne^{w_nz}, \end{aligned}$$ f ( z ) = 1 + H 1 e w 1 z + ⋯ + H n e w n z , where $$H_1,\ldots , H_n\in {{\mathbb {C}}}$$ H 1 , … , H n ∈ C and $$0
中文翻译：
临界带中指数和的零的渐近数
归一化指数和是 $$\begin{aligned} 形式的完整函数 f(z)=1+H_1e^{w_1z}+\cdots +H_ne^{w_nz}, \end{aligned}$$ f ( z ) = 1 + H 1 ew 1 z + ⋯ + H newnz , 其中 $$H_1,\ldots , H_n\in {{\mathbb {C}}}$$ H 1 , ... , H n ∈ C and $$0
更新日期：2021-01-02
中文翻译：
临界带中指数和的零的渐近数
归一化指数和是 $$\begin{aligned} 形式的完整函数 f(z)=1+H_1e^{w_1z}+\cdots +H_ne^{w_nz}, \end{aligned}$$ f ( z ) = 1 + H 1 ew 1 z + ⋯ + H newnz , 其中 $$H_1,\ldots , H_n\in {{\mathbb {C}}}$$ H 1 , ... , H n ∈ C and $$0
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