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inline void RevDivvvOp(size_t
d,
const
Base *
z, const
Base *
x, const
Base *
y,
Base *
pz,
Base *
px,
Base *
py)
inline void RevDivpvOp(size_t
d,
const
Base *
z, const
Base *
p, const
Base *
y,
Base *
pz,
Base *
py)
inline void RevDivvpOp(size_t
d,
const
Base *
z, const
Base *
x, const
Base *
p,
const
Base *
pz,
Base *
px)
G(z, x, y)
and we wish to compute the partial derivatives for
the function
\[
H(x, y) = G [ Z(x, y) , x , y ]
\]
where
Z(x, y)
is defined as the
d-th order Taylor coefficient row vector for Z as
a function of the corresponding vectors for
X and Y where
Operation | Value |
Divvv |
Z = X / Y
|
Divvp |
Z = P / Y
|
Divpv |
Z = X / P
|
d+1
and contains the
d-th order Taylor coefficient row vector for Z.
d+1
and contains the
d-th order Taylor coefficient row vector for X.
d+1
and contains the
d-th order Taylor coefficient row vector for Y.
*
p contains the value of the parameter P.
d+1
and
px[
j]
contains the partial for G
with respect to the j-th order Taylor coefficient for X.
d+1
and
py[
j]
contains the partial for G
with respect to the j-th order Taylor coefficient for Y.
d+1
and
pz[
j]
contains the partial for G
with respect to the j-th order Taylor coefficient for Z.
d+1
and
px[
j]
contains the partial for H
with respect to the j-th order Taylor coefficient for X.
d+1
and
py[
j]
contains the partial for H
with respect to the j-th order Taylor coefficient for Y.
d+1
and
its contents are no longer specified value; i.e., it has been used
for work space.