uk.ac.manchester.cs.owl
Class OWLObjectPropertyChainSubPropertyAxiomImpl

java.lang.Object
  uk.ac.manchester.cs.owl.OWLObjectImpl
      uk.ac.manchester.cs.owl.OWLAxiomImpl
          uk.ac.manchester.cs.owl.OWLLogicalAxiomImpl
              uk.ac.manchester.cs.owl.OWLPropertyAxiomImpl
                  uk.ac.manchester.cs.owl.OWLObjectPropertyChainSubPropertyAxiomImpl

All Implemented Interfaces:

java.lang.Comparable<OWLObject>, OWLAxiom, OWLLogicalAxiom, OWLObject, OWLObjectPropertyAxiom, OWLObjectPropertyChainSubPropertyAxiom, OWLPropertyAxiom

public class OWLObjectPropertyChainSubPropertyAxiomImpl
extends OWLPropertyAxiomImpl
implements OWLObjectPropertyChainSubPropertyAxiom

Author: Matthew Horridge
The University Of Manchester
Bio-Health Informatics Group
Date: 22-Nov-2006

Constructor Summary

OWLObjectPropertyChainSubPropertyAxiomImpl(OWLDataFactory dataFactory, java.util.List<? extends OWLObjectPropertyExpression> propertyChain, OWLObjectPropertyExpression superProperty)

Method Summary

void	accept(OWLAxiomVisitor visitor)
<O> O	accept(OWLAxiomVisitorEx<O> visitor)
void	accept(OWLObjectVisitor visitor)
<O> O	accept(OWLObjectVisitorEx<O> visitor)
boolean	equals(java.lang.Object obj)
AxiomType	getAxiomType() Gets the axiom type for this axiom.
java.util.List<OWLObjectPropertyExpression>	getPropertyChain()
OWLObjectPropertyExpression	getSuperProperty()
boolean	isEncodingOfTransitiveProperty() Determines if this axiom is of the form: P o P -> P, which is an encoding of Transitive(P)

Methods inherited from class uk.ac.manchester.cs.owl.OWLLogicalAxiomImpl

isLogicalAxiom

Methods inherited from class uk.ac.manchester.cs.owl.OWLAxiomImpl

getAnnotationAxioms, getReferencedEntities

Methods inherited from class uk.ac.manchester.cs.owl.OWLObjectImpl

compareTo, getOWLDataFactory, getSignature, hashCode, toString

Methods inherited from class java.lang.Object

getClass, notify, notifyAll, wait, wait, wait

Methods inherited from interface org.semanticweb.owl.model.OWLAxiom

getAnnotationAxioms, getReferencedEntities, isLogicalAxiom

Methods inherited from interface org.semanticweb.owl.model.OWLObject

getSignature

Methods inherited from interface java.lang.Comparable

compareTo

Constructor Detail

OWLObjectPropertyChainSubPropertyAxiomImpl

public OWLObjectPropertyChainSubPropertyAxiomImpl(OWLDataFactory dataFactory,
                                                  java.util.List<? extends OWLObjectPropertyExpression> propertyChain,
                                                  OWLObjectPropertyExpression superProperty)

Method Detail

getPropertyChain

public java.util.List<OWLObjectPropertyExpression> getPropertyChain()

Specified by:

getPropertyChain in interface OWLObjectPropertyChainSubPropertyAxiom

getSuperProperty

public OWLObjectPropertyExpression getSuperProperty()

Specified by:

getSuperProperty in interface OWLObjectPropertyChainSubPropertyAxiom

isEncodingOfTransitiveProperty

public boolean isEncodingOfTransitiveProperty()

Description copied from interface: OWLObjectPropertyChainSubPropertyAxiom

Determines if this axiom is of the form: P o P -> P, which is an encoding of Transitive(P)

Specified by:

isEncodingOfTransitiveProperty in interface OWLObjectPropertyChainSubPropertyAxiom

Returns:

true if this encodes that the super property is transitive, otherwise false.

accept

public void accept(OWLObjectVisitor visitor)

Specified by:

accept in interface OWLObject

accept

public void accept(OWLAxiomVisitor visitor)

Specified by:

accept in interface OWLAxiom

accept

public <O> O accept(OWLAxiomVisitorEx<O> visitor)

Specified by:

accept in interface OWLAxiom

accept

public <O> O accept(OWLObjectVisitorEx<O> visitor)

Specified by:

accept in interface OWLObject

equals

public boolean equals(java.lang.Object obj)

Overrides:

equals in class OWLAxiomImpl

getAxiomType

public AxiomType getAxiomType()

Description copied from interface: OWLAxiom

Gets the axiom type for this axiom.

Specified by:

getAxiomType in interface OWLAxiom

Returns:

The axiom type that corresponds to the type of this axiom.