\operatorname{\mathsf{Cauchy}}

Font (2 3) - + Letter spacing (4 5) - + Word spacing (6 7) - + Line spacing (8 9) - +

3.9 Summary of probability distributions

Name	Abbrev.	Disc/Cts	Values
Discrete uniform	${\operatorname{\mathsf{Unif}}}(0,m)$	D	$0,1,\dots,m$
Bernoulli	$\operatorname{\mathsf{Bern}}(\theta)$	D	$0,1$
Binomial	$\operatorname{\mathsf{Bin}}(n,\theta)$	D	$0,1,\dots,n$
Geometric	$\operatorname{\mathsf{Geom}}(\theta)$	D	$0,1,2,3,\dots$
Poisson	$\operatorname{\mathsf{Poisson}}(\lambda)$	D	$0,1,2,3,\dots$
Uniform	${\operatorname{\mathsf{Unif}}}(a,b)$	C	$[a,b]$
Exponential	$\operatorname{\mathsf{Exp}}(\beta)$	C	$[0,\infty)$
Gamma	$\operatorname{\mathsf{Gam}}(\alpha,\beta)$	C	$[0,\infty)$
Beta	$\operatorname{\mathsf{Beta}}(\alpha_{1},\alpha_{2})$	C	$[0,1]$
Weibull	$\operatorname{\mathsf{Weib}}(\alpha,\beta)$	C	$[0,\infty)$
Normal	$\operatorname{\mathsf{N}}(\mu,\sigma^{2})$	C	$(-\infty,\infty)$
Cauchy	$\operatorname{\mathsf{Cauchy}}$	C	$(-\infty,\infty)$