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- Type Parameters:
C- the type of formulas for the conclusionP- the type of formulas for the premises
- All Superinterfaces:
Formula
- All Known Implementing Classes:
AbaRule,ASPRule,Assumption,BasicArgument,Conditional,DefeasibleInferenceRule,DefeasibleRule,DelpFact,DelpRule,InferenceRule,InferenceRule,NLPRule,ProbabilisticConditional,RelationalConditional,RelationalProbabilisticConditional,SimplePlRule,StrictInferenceRule,StrictRule
public interface Rule<C extends Formula,P extends Formula> extends Formula
This interface models a general rule, i.e. a structure with some premise (a set of formulas) and some conclusion (a single formula).- Author:
- Matthias Thimm, Tim Janus
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Method Summary
Modifier and Type Method Description voidaddPremise(P premise)Add the given premise to this rule.voidaddPremises(java.util.Collection<? extends P> premises)Add the given premises to this rule.CgetConclusion()Returns the conclusion of this rule.java.util.Collection<? extends P>getPremise()Returns the premise of this rule.SignaturegetSignature()Returns the signature of the language of this formula.booleanisConstraint()booleanisFact()voidsetConclusion(C conclusion)Set the conclusion of this rule.
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Method Detail
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isFact
boolean isFact()
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isConstraint
boolean isConstraint()
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setConclusion
void setConclusion(C conclusion)
Set the conclusion of this rule.- Parameters:
conclusion- some formula
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addPremise
void addPremise(P premise)
Add the given premise to this rule.- Parameters:
premise- some formula
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addPremises
void addPremises(java.util.Collection<? extends P> premises)
Add the given premises to this rule.- Parameters:
premises- some formulas
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getSignature
Signature getSignature()
Description copied from interface:FormulaReturns the signature of the language of this formula.- Specified by:
getSignaturein interfaceFormula- Returns:
- the signature of the language of this formula.
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getPremise
java.util.Collection<? extends P> getPremise()
Returns the premise of this rule.- Returns:
- the premise of this rule.
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getConclusion
C getConclusion()
Returns the conclusion of this rule.- Returns:
- the conclusion of this rule.
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