Let the th
composition of a function
be denoted
, such that
and
. Denote the composition
of
and
by
,
and define
(1)
|
Let
(2)
| |||
(3)
| |||
(4)
|
and
(5)
| |||
(6)
|
Then if
(i.e.,
),
(7)
| |||
(8)
|
where
and composition
is done in terms of components.