hypergeometric

hypergeometric

1. The Six Sigma Black Belt should be familiar with the commonly used probability distributions including: hypergeometric binomial Poisson normal exponential chi-square Student's t and F.

6西格玛黑带应熟悉常用的概率分布，包括超几何分布、二项式分布、泊松分布、正态分布、指数分布、卡方分布、学者t分布和F分布。

2. Relationship between the Apostol-Bernoulli Polynomials and Gaussian Hypergeometric Functions

Apostol-Bernoulli多项式和Gauss超几何函数之间的关系

3. Gaussian hypergeometric funetlon

Gauss超几何函数

4. Guass hypergeometric functions

Guass超几何函数

5. The evaluations of a class of basic hypergeometric series

一类基本超几何级数的估计

6. Some inequalities for the ratios of hypergeometric functions

一类超几何函数比的几个不等式

7. indefinite hypergeometric sum

不定超几何和

8. The number concentration of the activated cloud condensation nuclei (CCN) is described with the hypergeometric function.

云中凝结核CCN的数浓度采用超几何函数表示；

9. On Evaluation of Basic Hypergeometric Series

关于基本超几何级数的估计

10. Some Summation Formula for Hypergeometric Series

几个基本超几何级数公式

11. The summations of several basic hypergeometric series

几个基本超几何级数的求和

12. The HYPGEOMDIST() function returns the hypergeometric distribution.

函数返回超几何分布。

13. Features include Binomial, Poisson, Hypergeometric, Normal, Exponential, Student t, Chi Squared, F, Beta and Lognormal Distributions;

功能包括二项分布，泊松，超几何，正常，指数，学生吨，迟浩田平方，男，试用版数正态分布和分布;

14. confluent hypergeometric function

合流超线几何函数

15. confluent hypergeometric series

合连几何级数

16. confluent hypergeometric equation

合镣超几何微分方程

17. basic hypergeometric series

基本超几何级数

18. Several results of q-analogue of basic hypergeometric series

基本超几何级数q-模拟的几个结果

19. multidimensional hypergeometric

多维超几何的

20. definite hypergeometric sum

定超几何和

21. extended hypergeometric function

广义超几何函数

22. generalized hypergeometric differential equation

广义超几何微分方程, 广义超比微分方程

23. Peoplr usually think that for hypergeometric experiment, the traials are dependent and the probability of success therefore is not constant.

摘要:超几何实验中，每次试行间并不是互相独立，因此有些人以为成功的机率并不像二项实验般是固定不变的。

24. This dissertation studies the applications of the inversion techniques and its equivalent form in finding and proving the hypergeometric series identities.

本文探讨了反演技术及其等价的形式在寻求和证明超几何级数恒等式方面的应用。

25. With the help of a transformation formula of basic hypergeometric functions, known identities, and Jacobi triple, we have established some new Rogers-Ramanujan type identities.

本章借助一个基本超几何函数的变换公式、已知的恒等式以及Jacobi三重积，建立了一些新的Rogers-Ramanujan型恒等式.

26. Hypergeometric function of confluent type

汇合型超几何函数

27. The solutions of some quantum mechanics questions are unified by confluent hypergeometric functions;

用合流超几何函数统一了量子力学若干问题的解法;

28. By using a simple algorithm for the summation of basic hypergeometric series, summation formulas for some basic hypergeometric series are obtained.

用组合学中的求和算子为主要工具 ,研究了幂和的公式 ,得到了一组用组合数表示的幂和公式。

29. Discrete: Bernoulli, Binomial, Discrete Uniform, Geometric, Hypergeometric, Logarithmic, Negative Binomial, Poisson.

离散：伯努利，二项分布，离散均匀，几何，超几何，数，负二项分布，泊松。

30. Hypergeometric function of the second kind

第二类超几何函数

31. some conclutions are reached by hypergeometric functions;

给出了用超几何函数解若干问题的结论;

32. coding hypergeometric structure

编码超几何结构

33. The Six Sigma Black Belt should be familiar with the commonly used probability distributions, including: hypergeometric, binomial, Poisson, normal, exponential, chi-square, Student's t, and F.

西格玛黑带应熟悉常用的概率分布，包括超几何分布、项式分布、松分布、态分布、数分布、方分布、者t分布和F分布。

34. 58. The Six Sigma Black Belt should be familiar with the commonly used probability, including: hypergeometric, binomial, Poisson, normal, exponential, chi-square, Student's t, and F.

译文：六西格玛黑带应该熟悉常用的概率分布，包括超几何分布、二项式分布、泊松分布、下态分布、指数分布、卡方分布、学者t分布和F分布。

35. negative hypergeometric distribution

负超几何分布

36. hypergeometric function

超几何函数 超比函数

37. extension of hypergeometric functions

超几何函数的开拓

38. hypergeometric distribution

超几何分布

39. hypergeometric type

超几何型

40. hypergeometric polynomial

超几何多项式

41. hypergeometric tail-area probability

超几何尾区概率

42. hypergeometric power series

超几何幂级数

43. hypergeometric differential equation

超几何微分方程

44. hypergeometric equatin

超几何方程

45. hypergeometric curve

超几何曲线

46. hypergeometric integral

超几何积分 超比积分

47. hypergeometric waiting time distribution

超几何等待时间分布

48. hypergeometric progression

超几何级数

49. Two Results of the Summations for Hypergeometric Series

超几何级数求和的两个结果

50. hypergeometric equation

超比方程 高斯微分方程

51. hypergeometric series

超越几何级数 超几何级数 超比级数

52. contiguous confluent hypergeometric function

连接合连几何函数

53. contiguous hypergeometric function

连接超几何函数

54. explain confluent hypergeometric functions and hypergeometric functions are better model functions by the relations between the two kinds of functions in common use functions.

通过超几何函数、合流超几何函数与常用函数的关系说明它们是很好的原型函数。

55. C=0 plans used hypergeometric distribution originally to maximize mathematical accuracy . The most important feature of the plans is the philosophy of zero defects .

零接受抽样计划是参照超几何分布而成,目的是将计算的精准度提高,最重要的就是零缺陷的哲学.

56. Gaussian hypergeometric functions

高斯超几何函数

57. Gauss hypergeometric differential equatio

高斯超几何微分方程

58. Gauss hypergeometric equation

高斯超几何方程

59. Gaussian hypergeometric function

高斯超越几何函数

60. hypergeometric series of higher order

高阶超几何级数