About the Book
Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online. Pages: 129. Chapters: Normal distribution, Maxwell-Boltzmann distribution, Pareto distribution, Exponential distribution, Cauchy distribution, Continuous probability distribution, Multivariate normal distribution, Log-normal distribution, Student's t-distribution, Chi-square distribution, Exponential family, Pearson distribution, Beta distribution, Gamma distribution, Stable distribution, Log-logistic distribution, Weibull distribution, Wigner quasi-probability distribution, Rice distribution, Noncentral t-distribution, Generalized normal distribution, Uniform distribution, Noncentral chi-square distribution, Wishart distribution, Laplace distribution, Stable and tempered stable distributions with volatility clustering - financial applications, Maximum entropy probability distribution, Sum of normally distributed random variables, Von Mises distribution, Generalized extreme value distribution, Levy distribution, Phase-type distribution, Geometric stable distribution, Erlang distribution, Complex normal distribution, Inverse Gaussian distribution, Generalized chi-square distribution, Rayleigh distribution, F-distribution, Exponential-logarithmic distribution, Voigt profile, Inverse-Wishart distribution, Triangular distribution, Holtsmark distribution, Gumbel distribution, Frechet distribution, Standard normal table, Generalized Dirichlet distribution, Hotelling's T-square distribution, Tukey lambda distribution, Chi distribution, Hypoexponential distribution, Multivariate Student distribution, Kumaraswamy distribution, Maxwell speed distribution, Inverse-gamma distribution, Truncated normal distribution, Shifted Gompertz distribution, Skew normal distribution, Wigner semicircle distribution, Scaled-inverse-chi-square distribution, Folded normal distribution, Wrapped normal distribution, Exponentiated Weibull distribution, Matrix normal d...