| 1. | Convergence properties of complex independent random variables
复值独立随机变量序列的收敛性 |
| 2. | The weak law of large numbers for sequence of complex independent random variables
复值独立随机变量序列的弱大数定律 |
| 3. | The strong law of large numbers for sequence of complex independent random variables
复值独立随机变量序列的强大数定律 |
| 4. | 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 |
| 5. | Weak convergence of the distribution of independent random variable series in hilbert space
空间中独立随机变量序列分布的弱收敛性 |
| 6. | In this paper we give some new results of - mixing random variables linear form . it extend relevant theorems of independent random variables
摘要给出了一些-混合随机变量线性形式的新结果，它推广了独立随机变量的相应定理。 |
| 7. | As is well known that i . i . d random sequences are special cases of na sequences or p - mixing sequences which have not properties as good as i . i . d random sequences
众所周知，独立随机变量序列是na序列或者混合序列的一种特殊情况， na序列和-混合序列不像独立序列那样具有良好的性质。 |
| 8. | Studied the complete convergence and law of large number of arrays of rowwise nqd random variables . results extended the corresponding results of array of rowwise independent random variables
摘要研究了行为两两nqd的随机变量阵列的完全收敛性和大数定律，所得结果，推广了行独立随机变量阵列相应的结果。 |
| 9. | The general density function of sum of indepentent random variable of uniform distribution on [ 0 , 1 ] is listed by enumerating a few special cases , where the mathematical inductive method is used
摘要通过简单枚举一些特例，列出服从均匀分布的多个独立随机变量和的密度函数一般公式，然后用数学归纳法进行严格的证明。 |
| 10. | This paper gaves its equivalent propositions and proves that a . s . convergence of independent random variables ' s sum variables is equivalent to its probability convergence , and equivalent to its weak convergence
给出了它的几个等价命题，同时还证明了独立随机变量和序列几乎处处收敛等价于依概率收敛，亦等价于依分布收敛。 |
