template<class NumVector >

void cppad_ipopt::fun_record	(	cppad_ipopt_fg_info *	fg_info,
		size_t	k,
		const SizeVector &	p,
		const SizeVector &	q,
		size_t	n,
		const NumVector &	x,
		const SizeVector &	J,
		CppAD::vector< CppAD::ADFun< Ipopt::Number > > &	r_fun
	)

Records operation sequence for $ r_k (u) $ at $u = [ J \circ n ] (x)$ .

Template Parameters:

NumVector is the type of the argumen x. It can either be Ipopt::Number* or CppAD::vector<Ipopt::Number>; i.e., NumberVector.

Parameters:

fg_info	Given a value $u \in {\bf R}^{q[k]}$ , `fg_info` returns the value $r_k (u) \in {\bf R}^{p[k]}$ . using the syntax fg_info->eval_r(k, u); No other use is made of `fg_info`.
k	is a value less that `K` specifying the index value for `k` in the evaluation `eval_r`.
p	`p[k]` is dimension of the range space for ; i.e., $r_k (u) \in {\bf R}^{p(k)}$ .
q	`q[k]` is dimension of the domain space for ; i.e., $u \in {\bf R}^{q(k)}$ .
n	is the lenght of the vector `x`.
x	the length of `x` is equal to `n` and the point $u = [ J \circ n ] (x)$ is the point at which the operation sequence for is recorded.
J	is a vector with lenght `q[k]` that projects from ${\bf R}^n$ to ${\bf R}^{q[k]}$ by selecting an ordered subset of the possible indices $\{ 0 , \ldots , n-1 \}$ . Hence, `0 <= J[j] < n` for `j = 0 , ... , q[k]-1`.
r_fun	is the vector of AD function objects which has size size greater than `k`. Only the function object `r_fun[k]` is referenced. The input value of this function object does not matter. On output it is a recording of the function at the value of specified by `x` and `J`.

Definition at line 81 of file fun_record.hpp.