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ConstrainedOptPack: C++ Tools for Constrained (and Unconstrained) Optimization
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Specialization of DecompositionSystem for variable reduction decompositions.
More...
#include <ConstrainedOptPack_DecompositionSystemVarReduct.hpp>

Public types | |
| enum | EExplicitImplicit |
Matrix representations | |
| STANDARD_MEMBER_COMPOSITION_MEMBERS (EExplicitImplicit, D_imp) | |
Set whether to use explicit or implicit D = -inv(C)*N matrix. More... | |
| STANDARD_MEMBER_COMPOSITION_MEMBERS (EExplicitImplicit, Uz_imp) | |
Set whether to use explicit or implicit Uz = F + E * D matrix. More... | |
Constructors / initializers | |
| DecompositionSystemVarReduct (EExplicitImplicit D_imp=MAT_IMP_AUTO, EExplicitImplicit Uz_imp=MAT_IMP_AUTO) | |
Variable partitions. | |
| virtual Range1D | var_indep () const =0 |
| virtual Range1D | var_dep () const =0 |
Additional Inherited Members | |
Public Types inherited from ConstrainedOptPack::DecompositionSystem | |
| enum | EOutputLevel |
Enumeration for the amount of output to create from update_decomp(). More... | |
| enum | ERunTests |
| Enumeration for if to run internal tests or not. More... | |
| enum | EMatRelations |
| typedef Teuchos::RCP< const Teuchos::AbstractFactory < MatrixOpNonsing > > | mat_nonsing_fcty_ptr_t |
| typedef Teuchos::RCP< const Teuchos::AbstractFactory < MatrixOp > > | mat_fcty_ptr_t |
Public Member Functions inherited from ConstrainedOptPack::DecompositionSystem | |
| virtual | ~DecompositionSystem () |
| virtual size_type | n () const |
Return the number of rows in Gc. More... | |
| virtual size_type | m () const =0 |
Return the number of columns in Gc. More... | |
| virtual size_type | r () const |
Returns the rank of Gc(:,equ_decomp()). More... | |
| virtual Range1D | equ_decomp () const |
| Returns the range of the decomposed equalities. More... | |
| virtual Range1D | equ_undecomp () const |
| Returns the range of the undecomposed equalities. More... | |
| virtual const VectorSpace::space_ptr_t | space_range () const =0 |
Return a VectorSpace object for the range space. More... | |
| virtual const VectorSpace::space_ptr_t | space_null () const =0 |
Return a VectorSpace object for the range space. More... | |
| virtual const mat_fcty_ptr_t | factory_Z () const =0 |
Return a matrix factory object for Z More... | |
| virtual const mat_fcty_ptr_t | factory_Y () const =0 |
Return a matrix factory object for Y More... | |
| virtual const mat_nonsing_fcty_ptr_t | factory_R () const =0 |
Return a matrix factory object for R. More... | |
| virtual const mat_fcty_ptr_t | factory_Uz () const =0 |
Return a matrix factory object for Uz More... | |
| virtual const mat_fcty_ptr_t | factory_Uy () const =0 |
Return a matrix factory object for Uy More... | |
| virtual void | update_decomp (std::ostream *out, EOutputLevel olevel, ERunTests test_what, const MatrixOp &Gc, MatrixOp *Z, MatrixOp *Y, MatrixOpNonsing *R, MatrixOp *Uz, MatrixOp *Vy, EMatRelations mat_rel=MATRICES_INDEP_IMPS) const =0 |
Creates the range/null decomposition for Gc(:,equ_decomp)'. More... | |
| virtual void | print_update_decomp (std::ostream &out, const std::string &leading_str) const =0 |
| Print the sub-algorithm by which the decomposition is formed. More... | |
Specialization of DecompositionSystem for variable reduction decompositions.
This interface abstracts a variable reduction decomposition where:
Gc' = [ C N ]
[ E F ]
Z = [ D ]
[ I ]
Uz = F + E * D
where:
C = Gc(var_dep,con_decomp)' [nonsingular]
N = Gc(var_indep,con_decomp)'
E = Gc(var_dep,con_undecomp)'
F = Gc(var_indep,con_undecomp)'
D = -inv(C) * N
This interface simply allows clients to determine how D and Uz are implemented (implicitly or explicity).
Definition at line 76 of file ConstrainedOptPack_DecompositionSystemVarReduct.hpp.
Definition at line 83 of file ConstrainedOptPack_DecompositionSystemVarReduct.hpp.
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inline |
Definition at line 107 of file ConstrainedOptPack_DecompositionSystemVarReduct.hpp.
| ConstrainedOptPack::DecompositionSystemVarReduct::STANDARD_MEMBER_COMPOSITION_MEMBERS | ( | EExplicitImplicit | , |
| D_imp | |||
| ) |
Set whether to use explicit or implicit D = -inv(C)*N matrix.
| ConstrainedOptPack::DecompositionSystemVarReduct::STANDARD_MEMBER_COMPOSITION_MEMBERS | ( | EExplicitImplicit | , |
| Uz_imp | |||
| ) |
Set whether to use explicit or implicit Uz = F + E * D matrix.
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pure virtual |
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pure virtual |
1.8.6