GDP_to_MIP_Transformation
(class from pyomo.gdp.plugins.gdp_to_mip_transformation
)
- class pyomo.gdp.plugins.gdp_to_mip_transformation.GDP_to_MIP_Transformation(logger)[source]
Bases:
Transformation
Base class for transformations from GDP to MIP
Methods
__init__
(logger)Initialize transformation object.
apply
(model, **kwds)DEPRECATED.
apply_to
(model, **kwds)Apply the transformation to the given model.
create_using
(model, **kwds)Create a new model with this transformation
Return the original Constraint whose transformed counterpart is transformedConstraint
Return the Disjunct object whose transformed components are on transBlock.
Return the Disjunction corresponding to xor_constraint
Return the transformed version of srcConstraint
Member Documentation
- apply(model, **kwds)
DEPRECATED.
Deprecated since version 4.3.11323: Transformation.apply() has been deprecated. Please use either Transformation.apply_to() for in-place transformations or Transformation.create_using() for transformations that create a new, independent transformed model instance.
- apply_to(model, **kwds)
Apply the transformation to the given model.
- create_using(model, **kwds)
Create a new model with this transformation
- get_src_constraint()
Return the original Constraint whose transformed counterpart is transformedConstraint
- Parameters:
transformedConstraint (Constraint, which must be a component on one of)
of (the BlockDatas in the relaxedDisjuncts Block)
block (a transformation)
- get_src_disjunct()
Return the Disjunct object whose transformed components are on transBlock.
- Parameters:
transBlock (BlockData which is in the relaxedDisjuncts IndexedBlock) – on a transformation block.
- get_src_disjunction()
Return the Disjunction corresponding to xor_constraint
- Parameters:
xor_constraint (Constraint, which must be the logical constraint) – (located on the transformation block) of some Disjunction
- get_transformed_constraints()
Return the transformed version of srcConstraint
- Parameters:
srcConstraint (ScalarConstraint or ConstraintData, which must be in)
Disjunct (the subtree of a transformed)