Handbook on distribution (p.202) by Christian Walck,Particle Physics Group Fysikum University of Stockholm
Contents
1 Introduction
2 Probability Density Functions
3 Bernoulli Distribution
4 Beta distribution
5 Binomial Distribution
6 Binormal Distribution
7 Cauchy Distribution
8 Chi-square Distribution
9 Compound Poisson Distribution
10 Double-Exponential Distribution
11 Doubly Non-Central F-Distribution
12 Doubly Non-Central t-Distribution
13 Error Function
14 Exponential Distribution
15 Extreme Value Distribution
16 F-distribution
17 Gamma Distribution
18 Generalized Gamma Distribution
19 Geometric Distribution
20 Hyperexponential Distribution
21 Hypergeometric Distribution
22 Logarithmic Distribution
23 Logistic Distribution
24 Log-normal Distribution
25 Maxwell Distribution
26 Moyal Distribution
27 Multinomial Distribution
28 Multinormal Distribution
29 Negative Binomial Distribution
30 Non-central Beta-distribution
31 Non-central Chi-square Distribution
32 Non-central F-Distribution
33 Non-central t-Distribution
34 Normal Distribution
35 Pareto Distribution
36 Poisson Distribution
37 Rayleigh Distribution
38 Student’s t-distribution
39 Triangular Distribution
40 Uniform Distribution
41 Weibull Distribution
42 Appendix A: The Gamma and Beta Functions
43 Appendix B: Hypergeometric Functions
Mathematical Constants
Errata et Addenda
References
Index