摘要
文章研究系数{Xn}满足∑n=0P{|Xn|≥np}<+∞,∑P{np|Xn|≥c}=+∞(c>0)及指数在条件limλn=1下的双随机Dirichlet级数的收敛性和增长性。
This paper deals with the convergence and growth of Bi - random Dirichlet series, whose coefficients satisfy with ：∑n=0^＋∞P{｜Xn｜≥n^p}〈＋∞,∑n=0^＋∞P{n^p｜Xn｜≥c}=＋∞（ abrbitary〉0） and whose indexes are under the condition of lira limλn/Eλn=1. Some new results are obtained.
出处
《太原科技大学学报》
2006年第6期449-450,468,共3页
Journal of Taiyuan University of Science and Technology
