1) Dirichlet numbers
Dirichlet数
1.
Furthermore, the definition has been given to Dirichlet numbers which properties have been discussed.
利用所得结果,定义了Dirichlet数Dn,证明了其一般性质。
2) Dirichlet series
Dirichlet级数
1.
p(R) type of analytic Dirichlet series;
解析Dirichlet级数的p(R)-型
2.
On the Borei lines of Dirichlet series of infinite order in the plane;
平面上无穷级Dirichlet级数的Borel线
3.
Growth of entire Dirichlet series of order zero;
零级整Dirichlet级数的增长性
3) entire Dirichlet series
整Dirichlet级数
1.
Growth of entire Dirichlet series of (R)-order infinite;
无穷(R)级整Dirichlet级数的增长性
4) Dirichlet Lfunction
Dirichlet L-函数
1.
On a generalization of the weighted mean of Dirichlet Lfunctionss;
关于Dirichlet L-函数加权均值的推广
5) Dirichlet L-functions
Dirichlet L-函数
1.
On the Second Power Mean Distribution of Dirichlet L-functions;
Dirichlet L-函数的二次加权均值分布
2.
It is well known that the estimate for character sum (?)χ(n) plays an importantrole in the proof of zero-free region for Dirichlet L-functions.
众所周知,特征和(?)χ(n)的估计在Dirichlet L-函数非零区域的证明中起着重要作用。
3.
On the second power mean of Dirichlet L-functions with the weight of general Kloostermann sums;
利用广义Kloostermann和估计、特征和估计及其解析方法研究Dirichlet L-函数的二次加权均值,得到一个较为精确的二次加权均值分布的渐近公式。
6) hyper Dirichlet series
超Dirichlet级数
1.
The necessary and sufficient conditions are given for the existence of an entire function whose coefficients are dominated by an appropriate function,being not identically to zero,bounded in a horizontal strip and to be able represented by hyper Dirichlet series.
对一个系数满足一给定增长条件且在一固定水平带形有界,恒不为零的具有超Dirichlet级数表示的整函数的存在性,给出了充要条件。
补充资料：数不胜数
1.数也数不清。形容很多。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条