DiscreteLaplace (version 1.1.1)

iFI: Inverse of Fisher Information matrix

Description

Inverse of Fisher Information matrix for the DSL.

Usage

iFI(p, q)

Arguments

p

first parameter $p$, in $(0,1)$, of the DSL

q

second parameter $q$, in $(0,1)$, of the DSL

Value

The inverse of Fisher Information matrix. Take a look at the references for more details.

References

T. J. Kozubowski, S. Inusah (2006) A skew Laplace distribution on integers, Annals of the Institute of Statistical Mathematics, 58: 555-571

See Also

iFI2

Examples

p <- 0.2
q <- 0.8
iFI(p, q)