摘要
定义了双侧或下侧二重Laplace Stieltjes变换 ;建立了下侧二重L Stieltjes变换的相关有界收敛定理 .通过引进两个递减负实数列 {λ-m}与 { μ-n} ,建立了下侧或双侧二重L Stieltjes变换的Knopp Kojima推广公式 ;并建立两类变换所对应级数在概率空间 (Ω ,A ,P)
The bilateral or lower side bitangent Laplace-Stieltjes transform is defined,the dependent bound convergent theorem of lower side bitangent Laplace-Stieltjes transform is established Based on introducing a pair decreased negative real series ｛λ -m ｝ and ｛μ -n ｝,the Knopp Kojima formula of lower side or bilateral bitangent L-Stieltjes transform and the random convergence of corresponding exponential series of the transform on the probability space (Ω,A, P ) are established.
出处
《广东工业大学学报》
CAS
2001年第2期103-107,共5页
Journal of Guangdong University of Technology
关键词
二重L-Stieltjes变换
二元整函数
相关有界收敛横坐标
相关绝对收敛横坐标
lower side bitangent L-Stieltjes transform
binary in analytic Function
abscissa of dependent bound converge
abscissa of dependent bound converge uniformly
abscissa of dependent absolute converge
