CurrentModule = MathOptInterface
DocTestSetup = quote
import MathOptInterface as MOI
end
DocTestFilters = [r"MathOptInterface|MOI"]
AbstractFunction
output_dimension
constant
AbstractScalarFunction
VariableIndex
ScalarAffineTerm
ScalarAffineFunction
ScalarQuadraticTerm
ScalarQuadraticFunction
ScalarNonlinearFunction
AbstractVectorFunction
VectorOfVariables
VectorAffineTerm
VectorAffineFunction
VectorQuadraticTerm
VectorQuadraticFunction
VectorNonlinearFunction
AbstractSet
AbstractScalarSet
AbstractVectorSet
dimension
dual_set
dual_set_type
constant(s::EqualTo)
supports_dimension_update
update_dimension
List of recognized scalar sets.
GreaterThan
LessThan
EqualTo
Interval
Integer
ZeroOne
Semicontinuous
Semiinteger
Parameter
List of recognized vector sets.
Reals
Zeros
Nonnegatives
Nonpositives
NormInfinityCone
NormOneCone
NormCone
SecondOrderCone
RotatedSecondOrderCone
GeometricMeanCone
ExponentialCone
DualExponentialCone
PowerCone
DualPowerCone
RelativeEntropyCone
NormSpectralCone
NormNuclearCone
SOS1
SOS2
Indicator
ActivationCondition
ACTIVATE_ON_ZERO
ACTIVATE_ON_ONE
Complements
HyperRectangle
Scaled
AllDifferent
BinPacking
Circuit
CountAtLeast
CountBelongs
CountDistinct
CountGreaterThan
Cumulative
Path
Reified
Table
Matrix sets are vectorized to be subtypes of AbstractVectorSet
.
For sets of symmetric matrices, storing both the
(i, j)
and (j, i)
elements is redundant. Use the
AbstractSymmetricMatrixSetTriangle
set to represent only the
vectorization of the upper triangular part of the matrix.
When the matrix of expressions constrained to be in the set is not symmetric,
and hence additional constraints are needed to force the equality of the
(i, j)
and (j, i)
elements, use the
AbstractSymmetricMatrixSetSquare
set.
The Bridges.Constraint.SquareBridge
can transform a set from the
square form to the triangular_form
by adding appropriate constraints
if the (i, j)
and (j, i)
expressions are different.
AbstractSymmetricMatrixSetTriangle
AbstractSymmetricMatrixSetSquare
side_dimension
triangular_form
List of recognized matrix sets.
PositiveSemidefiniteConeTriangle
PositiveSemidefiniteConeSquare
HermitianPositiveSemidefiniteConeTriangle
LogDetConeTriangle
LogDetConeSquare
RootDetConeTriangle
RootDetConeSquare