is the natural parameter vector
![[Graphics:../Images/index_gr_215.gif]](../Images/index_gr_215.gif)
is the expectation parameter vector
![[Graphics:../Images/index_gr_218.gif]](../Images/index_gr_218.gif)
is the third derivative of the potential function φ(η) at the origin η=0.
![[Graphics:../Images/index_gr_221.gif]](../Images/index_gr_221.gif)
![[Graphics:../Images/index_gr_223.gif]](../Images/index_gr_223.gif)
is the fourth derivative of the potential function φ(η) at the origin η=0.
![[Graphics:../Images/index_gr_226.gif]](../Images/index_gr_226.gif)
![[Graphics:../Images/index_gr_228.gif]](../Images/index_gr_228.gif)
is the third derivative of the cumulant function ψ(θ) at the origin θ=0.
![[Graphics:../Images/index_gr_231.gif]](../Images/index_gr_231.gif)
![[Graphics:../Images/index_gr_233.gif]](../Images/index_gr_233.gif)
is the fourth derivative of the cumulant function ψ(θ) at the origin θ=0.
![[Graphics:../Images/index_gr_236.gif]](../Images/index_gr_236.gif)
![[Graphics:../Images/index_gr_238.gif]](../Images/index_gr_238.gif)
is the random variable
![[Graphics:../Images/index_gr_241.gif]](../Images/index_gr_241.gif)
is the first derivative of
at the origin
.
![[Graphics:../Images/index_gr_246.gif]](../Images/index_gr_246.gif)
is the second derivative of
at the origin
.
![[Graphics:../Images/index_gr_251.gif]](../Images/index_gr_251.gif)
is the inverse matrix of
.
![[Graphics:../Images/index_gr_256.gif]](../Images/index_gr_256.gif)
is the third derivative of
at the origin
.
![[Graphics:../Images/index_gr_262.gif]](../Images/index_gr_262.gif)
![[Graphics:../Images/index_gr_264.gif]](../Images/index_gr_264.gif)
is the fourth derivative of
at the origin
.
![[Graphics:../Images/index_gr_269.gif]](../Images/index_gr_269.gif)
![[Graphics:../Images/index_gr_271.gif]](../Images/index_gr_271.gif)