Related Distributions
- If then
- If then (exponential distribution)
- If and then .
- If then
- If then (Exponential power distribution)
- If (Normal distribution) for then
- If then (Chi-squared distribution)
- If and then (F-distribution)
- If and (Uniform distribution (continuous)) then
- If and independent of, then .
- If and independent of, then .
- If and independent of, then .
- If is a geometric stable distribution with =2, =0 and =0 then is a Laplace distribution with and b=
- Laplace distribution is the limiting case of Hyperbolic distribution
- If with (Rayleigh distribution) then
Read more about this topic: Laplace Distribution
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