|
SOLUTIONS
|
MATHEMATICA 指南
-
函数
- BinormalDistribution
- ChiDistribution
- ChiSquareDistribution
- FisherZDistribution
- FRatioDistribution
- HalfNormalDistribution
- HotellingTSquareDistribution
- InverseChiSquareDistribution
- JohnsonDistribution
- LogMultinormalDistribution
- LogNormalDistribution
- MaxwellDistribution
- MultinormalDistribution
- MultivariateTDistribution
- NoncentralChiSquareDistribution
- NoncentralFRatioDistribution
- NoncentralStudentTDistribution
- NormalDistribution
- RayleighDistribution
- SkewNormalDistribution
- StudentTDistribution
- TsallisQGaussianDistribution
- VoigtDistribution
- 相关指南
正态及相关分布
中心极限定理断言,独立的、同一分布变量的均值,如果足够轻尾,将收敛为正态分布. 这意味着当对某些量不知道确切分布时,如果有一些平均处理的格式,最终会变成正态分布. 这是统计决策过程长清单的基础,因为对于许多情况最终都有可能为正态分布,所以我们也希望正常变量有许多变化.
精选实例精选实例 |
-
Choose Parametric Tests or Their Nonparametric Counterparts
-
Compare Maximum-Likelihood and Cramér-von Mises Estimates
-
Compare Two Models of Wind Speeds
-
Compute a Two-Tailed Probability
-
Create Confidence Envelopes about Nonparametric Density Estimates
-
Decompose Mixture Models of Earthquake Magnitudes
-
Fit Nonparametric and Parametric Distributions to Weighted Data
-
Perform Affine Transformations on a Normal Distribution
-
Perform an Edgeworth Expansion to Approximate a Distribution
-
Perform Tests of Location and Scale Simultaneously on Multiple Datasets
-
Simulate a Derived Distribution
-
Solve Optimization Problems in Density Estimation
-
Splice the Body of a Distribution with New Tails
-
Test for Goodness of Fit to Any Distribution or Dataset
-
Truncate a Distribution
-
Visualize Distribution Functions for a Fitted Multivariate Distribution
参考资料参考资料
正态以及相关分布
NormalDistribution ▪ LogNormalDistribution ▪ JohnsonDistribution
HalfNormalDistribution ▪ SkewNormalDistribution ▪ VoigtDistribution ▪ TsallisQGaussianDistribution
与服从正态分布的样本相关的分布
StudentTDistribution ▪ ChiDistribution ▪ RayleighDistribution ▪ MaxwellDistribution ▪ ChiSquareDistribution ▪ FRatioDistribution ▪ FisherZDistribution ▪ HotellingTSquareDistribution
NoncentralStudentTDistribution ▪ NoncentralChiSquareDistribution ▪ NoncentralFRatioDistribution ▪ InverseChiSquareDistribution
多变量正态分布
BinormalDistribution ▪ MultinormalDistribution ▪ MultivariateTDistribution ▪ LogMultinormalDistribution
Mathematica 9 is now available!
New to Mathematica?
Find your learning path »
Have a question?
Ask support »
