Reference

Abstract type for problems in the form:

min f(w)
s.t. lbc ≤ c(w) ≤ ubc
     lbG ≤ G(w) ⟂ H(w) ≥ lbH

Evaluates G(x) in place.

Evaluates G(x).

Evaluates $G(x) - \ell_G$, in place.

Evaluates $G(x) - \ell_G$.

Evaluates $(G(x)-\ell_G)\odot(H(x)-\ell_H)$ in place.

Evaluates $H(x) - \ell_H$, in place.

Evaluates $H(x) - \ell_H$.

Evaluates $\vert\min(G(x)-\ell_G,H(x)-\ell_H)\vert_\infty$.

Evaluates $\vert (G(x)-\ell_G)\odot(H(x)-\ell_H)\vert_\infty$.

Evaluates $(G(x)-\ell_G)\cdot(H(x)-\ell_H)$.

Evaluates H(x) in place.

Evaluates H(x)

Evaluates $\nabla G(x)$.

Evaluates COO values of $\nabla G(x)$, in place.

Evaluates COO values of $\nabla G(x)$.

Evaluates COO structure of $\nabla G(x)$, in place.

Evaluates COO structure of $\nabla G(x)$.

Evaluates $\nabla H(x)$.

Evaluates COO values of $\nabla G(x)$, in place.

Evaluates COO values of $\nabla H(x)$.

Evaluates COO structure of $\nabla H(x)$, in place.

Evaluates COO structure of $\nabla H(x)$.

Evaluates $\ell_G$ in place.

Evaluates $\ell_G$.

Evaluates $\ell_H$ in place.

Evaluates $\ell_H$.

Evaluates the constraints $c(x)$ excluding any which appear in $G(x)$ or $H(x)$, in place.

Evaluates the constraints $c(x)$ excluding any which appear in $G(x)$ or $H(x)$, to a newly allocated vector.

Evaluates in place the gradient of the MPCC objective $\nabla f(x)$

Evaluates the gradient of the MPCC objective $\nabla f(x)$ to a newly allocated vector.

Evaluates the Hessian of the Lagrangian, without the complementarity contribution.

Assumes zero multipliers.

Evaluates the COO structure of the Hessian of the Lagrangian, without the complementarity contribution, in place.

Evaluates the COO structure of the Hessian of the Lagrangian, without the complementarity contribution, in place.

Assumes zero multipliers.

Evaluates the COO values of the Hessian of the Lagrangian, without the complementarity contribution, to newly allocated vectors.

Evaluates the COO values of the Hessian of the Lagrangian, without the complementarity contribution, to newly allocated vectors.

Assumes zero multipliers.

Evaluates the COO structure of the Hessian of the Lagrangian, without the complementarity contribution, in place.

Evaluates the COO structure of the Hessian of the Lagrangian, without the complementarity contribution, to newly allocated vectors.

Evaluates the constraint jacobian $\nabla c(x)$ excluding any constraints which appear in $G(x)$ or $H(x)$.

Evaluates the COO values of jacobian $\nabla c(x)$ excluding any constraints which appear in $G(x)$ or $H(x)$, in place.

Evaluates the COO values of jacobian $\nabla c(x)$ excluding any constraints which appear in $G(x)$ or $H(x)$, to a newly allocated vector.

Evaluates the COO structure of jacobian $\nabla c(x)$ excluding any constraints which appear in $G(x)$ or $H(x)$, in place.

Evaluates the COO structure of jacobian $\nabla c(x)$ excluding any constraints which appear in $G(x)$ or $H(x)$, to newly allocated vectors.

Evaluates the MPCC objective $f(x)$

Evaluates in place the gradient of the MPCC objective $\nabla f(x)$ and returns the objective $f(x)$.

Concrete type for problems in the form:

min f(x)
s.t. lbc ≤ c(x) ≤ ubc
     lbG ≤ G(x) ⟂ H(x) ≥ lbH

where G(x) and H(x) are defined by index sets into the x and c(x) of an nlp of the from:

min f(x)
s.t. lbc ≤ c(x) ≤ ubc

Constructor for MPCCModel in the form:

 min f(x)
 s.t. lbc ≤ c(w) ≤ ubc
      lbx₁ ≤ x₁ ⟂x₂ ≥ lbx₂

where x₁ and x₂ are defined by index sets indvcc1 and indvcc2.

        get_ind_lift(nlp)
        get_ind_lift(meta)
        Return the value ind_lift from meta or nlp.meta.

        get_ind_lift_var(nlp)
        get_ind_lift_var(meta)
        Return the value ind_lift_var from meta or nlp.meta.

        get_ind_lin_lift(nlp)
        get_ind_lin_lift(meta)
        Return the value ind_lin_lift from meta or nlp.meta.

        get_ind_lin_lift_var(nlp)
        get_ind_lin_lift_var(meta)
        Return the value ind_lin_lift_var from meta or nlp.meta.

        get_ind_nln_lift(nlp)
        get_ind_nln_lift(meta)
        Return the value ind_nln_lift from meta or nlp.meta.

        get_ind_nln_lift_var(nlp)
        get_ind_nln_lift_var(meta)
        Return the value ind_nln_lift_var from meta or nlp.meta.

        get_lin_nlift(nlp)
        get_lin_nlift(meta)
        Return the value lin_nlift from meta or nlp.meta.

        get_nlift(nlp)
        get_nlift(meta)
        Return the value nlift from meta or nlp.meta.

        get_nln_nlift(nlp)
        get_nln_nlift(meta)
        Return the value nln_nlift from meta or nlp.meta.

        get_parent(nlp)
        get_parent(meta)
        Return the value parent from meta or nlp.meta.

"Verticalize" a generic MPCC by lifting the nonscalar compenents of $G(x)$ and $H(x)$.

Enum for types of complementarity constraints

  get_c_lin(nlp)
  get_c_lin(meta)
  Return the value c_lin from meta or nlp.meta.

  get_c_nln(nlp)
  get_c_nln(meta)
  Return the value c_nln from meta or nlp.meta.

  get_cc_l(nlp)
  get_cc_l(meta)
  Return the value cc_l from meta or nlp.meta.

  get_cc_r(nlp)
  get_cc_r(meta)
  Return the value cc_r from meta or nlp.meta.

  get_cc_types(nlp)
  get_cc_types(meta)
  Return the value cc_types from meta or nlp.meta.

  get_comp_left_nnzj(nlp)
  get_comp_left_nnzj(meta)
  Return the value comp_left_nnzj from meta or nlp.meta.

  get_comp_right_nnzj(nlp)
  get_comp_right_nnzj(meta)
  Return the value comp_right_nnzj from meta or nlp.meta.

  get_ind_c(nlp)
  get_ind_c(meta)
  Return the value ind_c from meta or nlp.meta.

  get_ind_cc1(nlp)
  get_ind_cc1(meta)
  Return the value ind_cc1 from meta or nlp.meta.

  get_ind_cc2(nlp)
  get_ind_cc2(meta)
  Return the value ind_cc2 from meta or nlp.meta.

  get_ind_j_comp_left_row_map(nlp)
  get_ind_j_comp_left_row_map(meta)
  Return the value ind_j_comp_left_row_map from meta or nlp.meta.

  get_ind_j_comp_left_triplets(nlp)
  get_ind_j_comp_left_triplets(meta)
  Return the value ind_j_comp_left_triplets from meta or nlp.meta.

  get_ind_j_comp_right_row_map(nlp)
  get_ind_j_comp_right_row_map(meta)
  Return the value ind_j_comp_right_row_map from meta or nlp.meta.

  get_ind_j_comp_right_triplets(nlp)
  get_ind_j_comp_right_triplets(meta)
  Return the value ind_j_comp_right_triplets from meta or nlp.meta.

  get_ind_j_lin_row_map(nlp)
  get_ind_j_lin_row_map(meta)
  Return the value ind_j_lin_row_map from meta or nlp.meta.

  get_ind_j_lin_triplets(nlp)
  get_ind_j_lin_triplets(meta)
  Return the value ind_j_lin_triplets from meta or nlp.meta.

  get_ind_j_nln_row_map(nlp)
  get_ind_j_nln_row_map(meta)
  Return the value ind_j_nln_row_map from meta or nlp.meta.

  get_ind_j_nln_triplets(nlp)
  get_ind_j_nln_triplets(meta)
  Return the value ind_j_nln_triplets from meta or nlp.meta.

  get_ind_j_triplets(nlp)
  get_ind_j_triplets(meta)
  Return the value ind_j_triplets from meta or nlp.meta.

  get_ind_x(nlp)
  get_ind_x(meta)
  Return the value ind_x from meta or nlp.meta.

  get_ncc(nlp)
  get_ncc(meta)
  Return the value ncc from meta or nlp.meta.

  get_nlp_meta(nlp)
  get_nlp_meta(meta)
  Return the value nlp_meta from meta or nlp.meta.