class ReduceWithEqs extends AnyRef
Reduce a term (currently: a linear combination) by rewriting with equations. The equations have to be given in form of a mapping from atomic terms (constants or variables) to linear combinations
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- def addEquations(furtherEqs: Map[Term, LinearCombination]): ReduceWithEqs
- def apply(conj: PredConj, logger: ComputationLogger): PredConj
- def apply(conj: PredConj): PredConj
- def apply(conj: InEqConj, logger: ComputationLogger): InEqConj
- def apply(conj: InEqConj): InEqConj
- def apply(conj: NegEquationConj, logger: ComputationLogger): NegEquationConj
- def apply(conj: NegEquationConj): NegEquationConj
- def apply(conj: EquationConj): EquationConj
- def apply(lc: LinearCombination, terms: Buffer[(IdealInt, LinearCombination)]): LinearCombination
- def apply(lc: LinearCombination): LinearCombination
- final def asInstanceOf[T0]: T0
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- def passQuantifiers(num: Int): ReduceWithEqs
Create a
ReduceWithEqs
that can be used underneathnum
binders.Create a
ReduceWithEqs
that can be used underneathnum
binders. The conversion of de Brujin-variables is done on the fly, which should give a good performance when the resultingReduceWithEqs
is not applied too often (TODO: caching) - def pseudoReduce(lc: LinearCombination): LinearCombination
Same as
apply(lc:LinearCombination)
, but also multiply <cocde>lc with integers in case this allows us to eliminate the leading term (pseudo-division).Same as
apply(lc:LinearCombination)
, but also multiply <cocde>lc with integers in case this allows us to eliminate the leading term (pseudo-division). It is ensured that the resultingLinearCombination
has a positive leading coefficient - final def synchronized[T0](arg0: => T0): T0
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- Deprecated
(Since version 9)