object InEqConj
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- val AC: AC_INEQUALITIES.type
- val FALSE: InEqConj
- val INF_STOP_THRESHOLD: Int
- val INF_THROTTLE_THRESHOLD: Int
When computing the inferences for a given set of inequalities, throttle the number of inferences that are stored for each leading term as soon as
INEQ_INFS_THRESHOLD
has been reached, which is then restricted toTHROTTLED_INF_NUM
.When computing the inferences for a given set of inequalities, throttle the number of inferences that are stored for each leading term as soon as
INEQ_INFS_THRESHOLD
has been reached, which is then restricted toTHROTTLED_INF_NUM
. Once the hard limitINF_STOP_THRESHOLD
is reached for a particular leading term, generation of inferences for that term is stopped altogether. - val THROTTLED_INF_NUM: Int
- val TRUE: InEqConj
- def apply(lhs: LinearCombination, order: TermOrder): InEqConj
- def apply(lhss: Iterable[LinearCombination], order: TermOrder): InEqConj
Create an inequality conjunction from an arbitrary set of geq-zero-inequalities (left-hand sides).
- def apply(lhss: Iterator[LinearCombination], order: TermOrder): InEqConj
- def apply(lhss: Iterator[LinearCombination], logger: ComputationLogger, order: TermOrder): InEqConj
Create an inequality conjunction from an arbitrary set of geq-zero-inequalities (left-hand sides).
- final def asInstanceOf[T0]: T0
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- def conj(conjs: Iterable[InEqConj], order: TermOrder): InEqConj
Compute the conjunction of a number of inequality conjunctions.
- def conj(conjs: Iterator[InEqConj], order: TermOrder): InEqConj
- def conj(conjs: Iterator[InEqConj], logger: ComputationLogger, order: TermOrder): InEqConj
Compute the conjunction of a number of inequality conjunctions.
- final def eq(arg0: AnyRef): Boolean
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- def exactShadow(t: Term, inEqs: Seq[LinearCombination], logger: ComputationLogger, order: TermOrder): (Seq[LinearCombination], Seq[LinearCombination])
Perform Fourier-Motzkin elimination on one particular symbol
t
.Perform Fourier-Motzkin elimination on one particular symbol
t
. The result is the collection of eliminated inequalities, and the collection of remaining inequalities (including inferences from the removed inequalities). If an unsatisfiable inequality is derived, the exceptionUNSATISFIABLE_INEQ_EXCEPTION
is thrown. - final def getClass(): Class[_ <: AnyRef]
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- object UNSATISFIABLE_INEQ_EXCEPTION extends Exception
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- Deprecated
(Since version 9)