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/* This file is part of the OWL API.
* The contents of this file are subject to the LGPL License, Version 3.0.
* Copyright 2014, The University of Manchester
*
* This program is free software: you can redistribute it and/or modify it under the terms of the GNU General Public License as published by the Free Software Foundation, either version 3 of the License, or (at your option) any later version.
* This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details.
* You should have received a copy of the GNU General Public License along with this program. If not, see http://www.gnu.org/licenses/.
*
* Alternatively, the contents of this file may be used under the terms of the Apache License, Version 2.0 in which case, the provisions of the Apache License Version 2.0 are applicable instead of those above.
* Licensed under the Apache License, Version 2.0 (the "License"); you may not use this file except in compliance with the License. You may obtain a copy of the License at
* http://www.apache.org/licenses/LICENSE-2.0
* Unless required by applicable law or agreed to in writing, software distributed under the License is distributed on an "AS IS" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. See the License for the specific language governing permissions and limitations under the License. */
package org.semanticweb.owlapi.model;
import java.util.Set;
import javax.annotation.Nonnull;
import org.semanticweb.owlapi.model.parameters.Imports;
import org.semanticweb.owlapi.model.parameters.AxiomAnnotations;
/**
* Ontology methods related to it being a collection of axioms.
*
* @author ignazio
* @since 4.0.0
*/
public interface OWLAxiomCollection extends HasAxioms, HasLogicalAxioms,
HasAxiomsByType, HasContainsAxiom {
/**
* @param includeImportsClosure
* if INCLUDED, include imports closure.
* @return All of the axioms in this collection, and optionally in the
* import closure. The set that is returned is a copy of the data.
*/
@Nonnull
Set getAxioms(@Nonnull Imports includeImportsClosure);
/**
* @param includeImportsClosure
* if INCLUDED, include imports closure.
* @return The number of axioms in this ontology, and optionally in the
* imports closure.
*/
int getAxiomCount(@Nonnull Imports includeImportsClosure);
/**
* Gets all axioms semantically relevant, i.e., all axioms that are not
* annotation axioms or declaration axioms.
*
* @param includeImportsClosure
* if INCLUDED, include imports closure.
* @return A set of axioms which are of type {@code OWLLogicalAxiom},
* optionally including the imports closure. The set that is
* returned is a copy of the data.
*/
@Nonnull
Set
getLogicalAxioms(@Nonnull Imports includeImportsClosure);
/**
* Gets the number of logical axioms in this collection, optionally
* including the imports closure.
*
* @param includeImportsClosure
* if INCLUDED, include imports closure.
* @return The number of axioms in this collection, optionally including the
* imports closure.
*/
int getLogicalAxiomCount(@Nonnull Imports includeImportsClosure);
/**
* Gets all axioms of the specified type.
*
* @param axiomType
* The type of axioms to be retrived.
* @param includeImportsClosure
* if INCLUDED, include imports closure.
* @return all axioms of the specified type. The set is a copy of the data.
* @param
* axiom type
*/
@Nonnull
Set getAxioms(@Nonnull AxiomType axiomType,
@Nonnull Imports includeImportsClosure);
/**
* Gets the axiom count of a specific type of axiom, optionally including
* the imports closure.
*
* @param axiomType
* The type of axiom to count
* @param includeImportsClosure
* if INCLUDED, include imports closure.
* @param
* axiom type
* @return The number of the specified types of axioms in this collection
*/
int getAxiomCount(@Nonnull AxiomType axiomType,
@Nonnull Imports includeImportsClosure);
/**
* Determines if this ontology contains the specified axiom, optionally
* including the imports closure.
*
* @param axiom
* The axiom to search.
* @param includeImportsClosure
* if INCLUDED, include imports closure.
* @param ignoreAnnotations
* if IGNORE_ANNOTATIONS, annotations are ignored when searching for
* the axiom. For example, if the collection contains
* {@code SubClassOf(Annotation(p V) A B)} then this method will
* return {@code true} if the ontology contains
* {@code SubClassOf(A B)} or {@code SubClassOf(Annotation(q S) A B)}
* for any annotation property {@code q} and any annotation value
* {@code S}.
* @return {@code true} if the ontology contains the specified axiom.
*/
boolean containsAxiom(@Nonnull OWLAxiom axiom,
@Nonnull Imports includeImportsClosure,
@Nonnull AxiomAnnotations ignoreAnnotations);
/**
* Gets the set of axioms contained in this collection that have the same
* "logical structure" as the specified axiom; i.e., all axioms that equal
* the specified axiom, when ignoring annotations. Optionally the imports
* closure is included.
*
* @param axiom
* The axiom that the returned axioms must equal, ignoring
* annotations.
* @param includeImportsClosure
* if INCLUDED, include imports closure.
* @return The set of axioms such that for any two axioms, {@code axiomA}
* and {@code axiomB} in the set,
* {@code axiomA.getAxiomWithoutAnnotations()} is equal to
* {@code axiomB.getAxiomWithoutAnnotations()}. The specified axiom
* will be contained in the set.
*/
@Nonnull
Set getAxiomsIgnoreAnnotations(@Nonnull OWLAxiom axiom,
@Nonnull Imports includeImportsClosure);
/**
* Gets the axioms where the specified {@link OWLPrimitive} appears in the
* signature of the axiom.
* Note that currently signatures contain {@link OWLEntity} only. This
* method accepts OWLPrimitive so that also anonymous individuals, literals,
* IRIs and annotation values can be passed in, although they are not
* included in the axioms' signatures.
*
* @param owlEntity
* The entity that should be directly referred to by all axioms in
* the results set.
* @param includeImportsClosure
* if INCLUDED, include imports closure.
* @return All axioms referencing the entity. The set is a copy of the data.
*/
@Nonnull
Set getReferencingAxioms(@Nonnull OWLPrimitive owlEntity,
@Nonnull Imports includeImportsClosure);
// Axioms that form part of a description of a named entity
/**
* Gets the axioms that form the definition/description of a class.
*
* @param cls
* The class whose describing axioms are to be retrieved.
* @param includeImportsClosure
* if INCLUDED, include imports closure.
* @return A set of class axioms that describe the class. This set includes
*
*
Subclass axioms where the subclass is equal to the specified
* class
*
Equivalent class axioms where the specified class is an
* operand in the equivalent class axiom
*
Disjoint class axioms where the specified class is an operand
* in the disjoint class axiom
*
Disjoint union axioms, where the specified class is the named
* class that is equivalent to the disjoint union
*
* The returned set is a copy of the data.
*/
@Nonnull
Set getAxioms(@Nonnull OWLClass cls,
@Nonnull Imports includeImportsClosure);
/**
* Gets the axioms that form the definition/description of an object
* property.
*
* @param property
* The property whose defining axioms are to be retrieved.
* @param includeImportsClosure
* if INCLUDED, include imports closure.
* @return A set of object property axioms that includes
*
*
Sub-property axioms where the sub property is the specified
* property
*
Equivalent property axioms where the axiom contains the
* specified property
*
Equivalent property axioms that contain the inverse of the
* specified property
*
Disjoint property axioms that contain the specified property
*
Domain axioms that specify a domain of the specified property
*
*
Range axioms that specify a range of the specified property
*
Any property characteristic axiom (i.e. Functional,
* Symmetric, Reflexive etc.) whose subject is the specified
* property
*
Inverse properties axioms that contain the specified property
*
*
* The set that is returned is a copy of the data.
*/
@Nonnull
Set getAxioms(
@Nonnull OWLObjectPropertyExpression property,
@Nonnull Imports includeImportsClosure);
/**
* Gets the axioms that form the definition/description of a data property.
*
* @param property
* The property whose defining axioms are to be retrieved.
* @param includeImportsClosure
* if INCLUDED, include imports closure.
* @return A set of data property axioms that includes
*
*
Sub-property axioms where the sub property is the specified
* property
*
Equivalent property axioms where the axiom contains the
* specified property
*
Disjoint property axioms that contain the specified property
*
Domain axioms that specify a domain of the specified property
*
*
Range axioms that specify a range of the specified property
*
Any property characteristic axiom (i.e. Functional,
* Symmetric, Reflexive etc.) whose subject is the specified
* property
*
* The set is a copy of the data.
*/
@Nonnull
Set getAxioms(@Nonnull OWLDataProperty property,
@Nonnull Imports includeImportsClosure);
/**
* Gets the axioms that form the definition/description of an individual.
*
* @param individual
* The individual whose defining axioms are to be retrieved.
* @param includeImportsClosure
* if INCLUDED, include imports closure.
* @return A set of individual axioms that includes
*
*
Individual type assertions that assert the type of the
* specified individual
*
Same individuals axioms that contain the specified individual
*
*
Different individuals axioms that contain the specified
* individual
*
Object property assertion axioms whose subject is the
* specified individual
*
Data property assertion axioms whose subject is the specified
* individual
*
Negative object property assertion axioms whose subject is
* the specified individual
*
Negative data property assertion axioms whose subject is the
* specified individual
*
* The set is a copy of the data.
*/
@Nonnull
Set getAxioms(@Nonnull OWLIndividual individual,
@Nonnull Imports includeImportsClosure);
/**
* Gets the axioms that form the definition/description of an annotation
* property.
*
* @param property
* The property whose definition axioms are to be retrieved
* @param includeImportsClosure
* if INCLUDED, include imports closure.
* @return A set of axioms that includes
*
*
Annotation subpropertyOf axioms where the specified property
* is the sub property
*
Annotation property domain axioms that specify a domain for
* the specified property
*
Annotation property range axioms that specify a range for the
* specified property
*
* The set is a copy of the data.
*/
@Nonnull
Set getAxioms(@Nonnull OWLAnnotationProperty property,
@Nonnull Imports includeImportsClosure);
/**
* Gets the datatype definition axioms for the specified datatype.
*
* @param datatype
* The datatype
* @param includeImportsClosure
* if INCLUDED, include imports closure.
* @return The set of datatype definition axioms for the specified datatype.
* The set is a copy of the data.
*/
@Nonnull
Set getAxioms(@Nonnull OWLDatatype datatype,
@Nonnull Imports includeImportsClosure);
}
