MathExprEquality Operator

Overload List

Equality(MathExpr, MathExpr) Creates a constraint expression where lhs = rhs.

Note that a constraint is composed of a constraint expression and forall sets expression.

C#
ConstraintExpr expr =             sum(over(j), x[i, j]) == sum(over(j), x[j, i]);
Constraint     con  = forall(i) | sum(over(j), x[i, j]) == sum(over(j), x[j, i]);
Equality(MathExpr, Sca) Creates a constraint expression where lhs = rhs.

Note that a constraint is composed of a constraint expression and forall sets expression.

C#
ConstraintExpr expr =             sum(over(j), x[i, j]) == demand[i];
Constraint     con  = forall(i) | sum(over(j), x[i, j]) == demand[i];
Equality(MathExpr, Summation) Creates a constraint expression where lhs = rhs.

Note that a constraint is composed of a constraint expression and forall sets expression.

C#
ConstraintExpr expr =             sum(over(j), x[i, j]) == sum(over(j), x[j, i]);
Constraint     con  = forall(i) | sum(over(j), x[i, j]) == sum(over(j), x[j, i]);
Equality(MathExpr, Term) Creates a constraint expression where lhs = rhs.

Note that a constraint is composed of a constraint expression and forall sets expression.

C#
ConstraintExpr expr =             sum(over(j), x[i, j]) == demand[i];
Constraint     con  = forall(i) | sum(over(j), x[i, j]) == demand[i];
Equality(MathExpr, Var) Creates a constraint expression where lhs = rhs.

Note that a constraint is composed of a constraint expression and forall sets expression.

C#
ConstraintExpr expr =             sum(over(j), x[i, j]) == demand[i];
Constraint     con  = forall(i) | sum(over(j), x[i, j]) == demand[i];
Equality(MathExpr, VarD0) Creates a constraint expression where lhs = rhs.

Note that a constraint is composed of a constraint expression and forall sets expression.

C#
ConstraintExpr expr =             sum(over(j), x[i, j]) == demand[i];
Constraint     con  = forall(i) | sum(over(j), x[i, j]) == demand[i];
Equality(Sca, MathExpr) Creates a constraint expression where lhs = rhs.

Note that a constraint is composed of a constraint expression and forall sets expression.

C#
ConstraintExpr expr =             demand[i] == sum(over(j), x[i, j]);
Constraint     con  = forall(i) | demand[i] == sum(over(j), x[i, j]);
Equality(Summation, MathExpr) Creates a constraint expression where lhs = rhs.

Note that a constraint is composed of a constraint expression and forall sets expression.

C#
ConstraintExpr expr =             sum(over(j), x[i, j]) == sum(over(j), x[j, i]);
Constraint     con  = forall(i) | sum(over(j), x[i, j]) == sum(over(j), x[j, i]);
Equality(Term, MathExpr) Creates a constraint expression where lhs = rhs.

Note that a constraint is composed of a constraint expression and forall sets expression.

C#
ConstraintExpr expr =             demand[i] == sum(over(j), x[i, j]);
Constraint     con  = forall(i) | demand[i] == sum(over(j), x[i, j]);
Equality(Var, MathExpr) Creates a constraint expression where lhs = rhs.

Note that a constraint is composed of a constraint expression and forall sets expression.

C#
ConstraintExpr expr =             demand[i] == sum(over(j), x[i, j]);
Constraint     con  = forall(i) | demand[i] == sum(over(j), x[i, j]);
Equality(VarD0, MathExpr) Creates a constraint expression where lhs = rhs.

Note that a constraint is composed of a constraint expression and forall sets expression.

C#
ConstraintExpr expr =             demand[i] == sum(over(j), x[i, j]);
Constraint     con  = forall(i) | demand[i] == sum(over(j), x[i, j]);

See Also