Description Usage Arguments Details Value Author(s) References See Also Examples
First- and second-order moment of the ADSL distribution.
1 | Edlaplace2(p, q)
|
p |
the first parameter p, in (0,1), of the ADSL |
q |
the first parameter q, in (0,1), of the ADSL |
For the ADSL distribution,
E(X;p,q)=\frac{\log q}{\log(pq)}\frac{p}{1-p}-\frac{\log p}{\log(pq)}\frac{1}{1-q}
and
E(X^2;p,q)=\frac{\log q}{\log(pq)}\frac{p(1+p)}{(1-p)^2}+\frac{\log p}{\log(pq)}\frac{1+q}{(1-q)^2}
A list containing the first- and the second-order moments of the ADSL distribution, E1
and E2
.
Alessandro Barbiero, Riccardo Inchingolo
A. Barbiero, An alternative discrete Laplace distribution, Statistical Methodology, 16: 47-67
estdlaplace2
, loss
, ddlaplace2
1 2 3 4 | Edlaplace2(p=0.3, q=0.3)
Edlaplace2(p=0.3, q=0.6)
Edlaplace2(p=0.6, q=0.3)
Edlaplace2(p=0.6, q=0.6)
|
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