| 1. | A limit theorem for product of partial sums of independent random variables
关于独立随机变量列部分和乘积的一个极限定理 |
| 2. | The complete convergence for partial sums of sequence of complex idd random variable
复值独立同分布随机变量序列部分和的完全收敛性 |
| 3. | Almost sure central limit theorem for the product of the partial sums under strongly mixing
强混合序列部分和乘积的几乎处处中心极限定理 |
| 4. | On the joint limiting distribution of the partial sum and maximum of strongly dependent stationary normal sequence
强相依平稳正态序列的部分和与最大值的联合极限分布 |
| 5. | By the mean ' s inequality and truncated method , the upper bound of the distribution of the partial sums is given
利用矩不等式和截尾方法，得到了部分和分布函数的上界。 |
| 6. | Theorem 1 ( bounded sum test ) a series of nonnegative terms converges if and only if it ' s partial sums are bounded above
定理1正项级数收敛的充分必要条件是：它的部分和数列有上界。 |
| 7. | The paper discuss the upper bound of the distribution of the partial sums of identically distributed mixing random variables
摘要本文讨论了同分布混合序列部分和分布函数的上界及其应用。 |
| 8. | On the joint limiting distribution of the partial sum and maximum of strongly dependent stationary normal sequence with random index
具有随机足标的强相依正态序列部分和与最大值的联合极限分布 |
| 9. | And a lot of pratical problems can be researched better by researching the convergence of partial sums of processes
这类问题进一步发展就是随机过程的收敛性问题。因此，研究过程的部分和问题，越来越引起人们的注意。 |
| 10. | Theorem 1 ( bounded sum test ) a series of nonnegative terms converges if and only if it ' s partial sums are bounded above
定理2 (比较审敛法)设和都是正项级数，且。若级数收敛，则级数收敛；反之，若级数发散，则级数发散。 |
