| 1. | A note on convergence uniform in function sequence
关于线性规划基本定理的一点注记 |
| 2. | Limit theorems for the integration of function sequence with respect to weak convergence probability measure sequence
函数序列关于弱收敛概率测度序列积分的极限定理 |
| 3. | The property of continuous function and the formula of probability addition to the convergence in probability of continuous function sequence of random vector is used
摘要将依概率收敛的一维随机变量序列的连续函数仍依概率收敛的结论推广到随机向量序列的情形。 |
| 4. | Later on , stieltjes introduced a new integral to show the limit of analytic function sequence , and this became the outset of integral on general measure
稍后， stieltjes为了表示一个解析函数序列的极限引入了一种新的积分? ? stieltjes积分，成为研究一般测度上积分的开端。 |
| 5. | By using conditional moment generating functions and differentiation of measures on a net , some limit theorems and a class of deviation theorems of multivariate function sequences of arbitrary random variables ralated to the conditional expectations are obtained
本论文利用条件矩母函数和网微分法，得到任意随机变量多元函数序列相对于条件期望的偏差定理和极限定理。 |
| 6. | A strong deviation theorem of multivariate function sequences of arbitrary random variables is obtained by using moment generating functions and differentiation of measures on a net . and a strong deviation theorem of discrete information sources is obtained
本论文利用母函数和网微分法得到任意随机变量多元函数序列的强偏差定理；及一个对离散信源普遍成立的强偏差定理。 |
| 7. | Second , we discuss the correlation properties and the hamming correlation properties of a number of trace function generation sequences by using systematic ways . we calculate the correlation function of generalized trace function sequences which include no sequences > kasami sequences and kumar - moreno sequences , and we also calculate the hamming correlation function of no sequences ^ kasami sequences and kumar - moreno sequences . at last , we degine the frequency - hopping sequences with optimal hamming correlation properties
其次，用较为统一的工具去研究各种迹函数生成序列的相关特性与hamming相关特性，求出了更广意义下迹函数生成序列的相关函数，这类序列包括了no序列、 kasami序列与kumar - moreno序列；同时求出了no序列、 kasami序列和kumar - moreno序列的hamming相关函数值，研究发现某些具有良好相关特性的迹函数生成序列未必具有良好的hamming相关特性；最后，构造了具有最佳hamming相关性能的跳频序列族。 |
