摘要
定义了双侧与下侧二重的Dirichlet级数 ;讨论了它们的几对相关收敛横坐标 ;建立了下侧二重Dirichlet级数的相关一致有界收敛定理 ;建立了该两类级数的Valiron推广公式及Knopp Kojima推广公式 .
The bilateral and lower side bitangent Dirichlet series is defined.Three pairs of dependent conerge abscissa of this series are discussed.The theorem of dependent bound convergence uniformiy are established.The Valiron formula and Knopp Kojima formula of lower side and bilateral bitangent Dirichlet series are also established.The corresponding results of one complex Variable Dirichlet Series are extended.
出处
《广东工业大学学报》
CAS
2000年第4期97-102,共6页
Journal of Guangdong University of Technology
关键词
下侧二重Dirichlet级数
双侧二重Dirichlet级数
二元整函数
收敛性
整函数
lower side bitangent Dirichlet series
binary in analytic function
abscissa of dependent bound converge
abscissa of dependent uniform bound converge
abscissa of dependent absolute converge<
