1) even power p-series
偶次p-级数
2) higher mode P-progression distribution
高次P-级数分布
1.
On the base of composing a class of Tocplitz matrices by using higher mode P-progression distribution and two P-progression distribution,according to the characteristics of the discrete random variable distribution law,the articl have proved it in detail by referring the stirling formula and given a kind of Tocplitz matrices composed by two P-progression distribution for special instance.
利用高次P-级数分布和二次P-级数分布构造一类Toeplitz矩阵的基础上,根据离散型随机变量分布律的特点以及借助Stirling公式做了详细证明。
3) two P-progression distribution
二次P-级数分布
1.
On the base of composing a class of Tocplitz matrices by using higher mode P-progression distribution and two P-progression distribution,according to the characteristics of the discrete random variable distribution law,the articl have proved it in detail by referring the stirling formula and given a kind of Tocplitz matrices composed by two P-progression distribution for special instance.
利用高次P-级数分布和二次P-级数分布构造一类Toeplitz矩阵的基础上,根据离散型随机变量分布律的特点以及借助Stirling公式做了详细证明。
4) second moment
次级偶甩
5) P-series
P-级数
1.
An Estimation on Partial Sum of a Divergent P-series;
发散的P-级数部分和的一个估计
2.
A Further Estimation on Remaider of a Converge P-series;
收敛的P-级数余项的进一步估计
3.
There are many ways to prove that P-series converges when p>1 and diverges when 0<p≤1.
P-级数(广义调和级数)+∞n=1移n1p当p>1时收敛,当0
6) p progression
p级数
1.
A Brief Proof for Convergence and Divergence of Harmonic progression and P progression
调和级数与P级数敛散性的简单证法
补充资料:次杨乐道韵六首其一——後殿朝次偶题
【诗文】:
百年文物士优游,万国今方似缀旒。
发策东堂招儁乂,回舆北苑罢倡优。
忽随诸彦登龙尾,尚忆当年应鹄头。
独望清光无补报,更惭虚食太官羞。
【注释】:
【出处】:
百年文物士优游,万国今方似缀旒。
发策东堂招儁乂,回舆北苑罢倡优。
忽随诸彦登龙尾,尚忆当年应鹄头。
独望清光无补报,更惭虚食太官羞。
【注释】:
【出处】:
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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