Title: Nikolay A. Skvortsov
1Application of upper ontologyfor information
model mapping
- Nikolay A. Skvortsov
- Institute for Informatics Problems
- Russian Academy of Sciences
- nskv_at_ipi.ac.ru
- http//synthesis.ipi.ac.ru/
- RCDL2008 Dubna
2Information model mapping
- Major approach
- Functions of construct mapping for particular
models - Commutative mapping
- Based on specification refinement relation
- Model Unifier tool
- Scalability for many heterogeneous models
- Source models are mapped to the canonical model
- Search for similar constructs of source and
canonical models - Required extensions of canonical model core are
registered - Verification of refinement between source and
canonical model with extensions
3Reference schemas of information models
- Specifies significant model constructs
- Abstract specification, independent on syntax
- Created from abstract syntax of model and checked
by expert - Includes
- simple types
- enumerations
- abstract data types
- associations (attributes of abstract data types)
4Reference schema of OWL (spec)
- Ontology in type
- name string
- directives set type_of_element
- Directive
- ,
- Directive in type,
- Axiom in type
- supertype Directive
- ,
- ClassAxiom in type
- supertype Axiom
- name string
- descriptions set type_of_element
- Description
- ,
- Description in type,
- SubclassOf in type
- supertype Description
- reference Description
- ObjectPropertyAxiom in type
- supertype Axiom
- name string
- inverseOf ObjectPropertyAxiom
- kind set type_of_element
- ObjectPropertyKind
- super set type_of_element
- SuperProperty
- _domain set type_of_element
- ObjectPropertyDomain
- _range set type_of_element
- ObjectPropertyRange
- ,
- ObjectPropertyKind in enum
- enum_list Functional
- InverseFunctional
- Simmetric
- Transitive
5Reference schema of Synthesis (spec)
- Module in type
- name string
- _class_spec set type_of_element
- Class-Declaration
- _type set type_of_element
- Type-Specification
- ,
- Type-Specification in type
- _supertype set type_of_element
- Type-Specification
- ,
- Abstract-Type in type
- supertype Type-Specification
- name string
- attributes set type_of_element
- Abstract-Type
- ,
- Class-Declaration in type
- name string
- _superclass set type_of_element
- Class-Declaration
- ,
- Attribute-Specification in type
- name string
- attribute-type Type-Specification
- metaslot Attribute-Metaslot
- ,
- Association-Metaclass in type
- supertype Class-Declaration
- _inverse Association-Metaclass
- _domain Class-Declaration
- _range Class-Declaration
- _association_type Association-Type
6Upper ontology of modeling constructs
- Same constructs usually used in a class of models
- structural
- functional
- object
- behavioral
- ontological
- Upper ontology specifies common principles used
in a class of models - Most constructs are represented as combinations
of simple ones or concretization of one of them
7The ontology of structural models
- R. Hull, R. King. Semantic Database Modeling
Survey, Applications, and Research Issues. ACM
Computing Surveys, Vol. 19, 1987 - Types
- Abstract types
- Printable (string, number, image)
- Constructed (aggregation, grouping)
- Attributes (of types, metaattribute)
- Argument number
- Domain, range
- Cardinality
- Invertible, optional, multivalued, key
- Is-a Hierarchy (of types, of attributes)
- Subset, specialization
8The ontology of structural models (spec)
- AbstractType in concept
- supertype AtomicType
- ,
- ConstructedType in concept
- supertype _Type
- ,
- Aggregation in concept
- supertype ConstructedType
- components set type_of_element
- _Type
- arity integer
- inv in predicate, invariant
- predicative
- all p/Aggregation
- (card(p.components p.arity)
- ,
- Grouping in concept
- supertype ConstructedType
- activeDomain _Type
- Attribute in concept
- supertype Construct
- argumentNumber integer
- _domain set type_of_element _Type
- _range set type_of_element _Type
- _inverse Attribute
- minCardinality integer
- maxCardinality integer
- minInverseCardinality integer
- maxInverseCardinality integer
- isOptional boolean
- isMultivalued boolean
- isKey boolean
- ,
- OneArgumentAttribute in concept
- supertype Attribute
- oneArgInv in predicate, invariant
- predicative
- all p/OneArgumentAttribute
9Annotation of reference schemas
- What does the construct mean in the prospect of
the ontology? - Annotation of constructs in reference schema in
terms of upper ontology - Constructs are instances of ontological concepts
or of subtypes (expressions) of ontological
concepts - Reference schema specifications doesnt depend on
ontological or annotating specifications
10Annotation of reference schemas (spec)
- Module
- in type, AggregationOfTwoGroups
- name string
- _type set type_of_element
- Type-Specification
- _class_spec set type_of_element
- Class-Declaration
- AggregationOfTwoGroups
- in concept
- supertype Aggregation
- arityInvariant
- in predicate, invariant
- predicative
- all p/AggregationOfTwoGroups
- (p.arity 2 all r/_Type
- (in(r, p.components)
- -gtr/Grouping))
-
-
11Reference schema integration (1)
- V source schema, U target schema
- Purpose model mapping MU(V)
- O upper ontology
- u?U, v?V, ltu,cgt?AU, ltv,dgt?AV annotations,c and
d are concepts or subtypes of concepts of O. - ltu,vgt ontologically relevant pair, iff c?d
12Reference schema integration (2)
- The task in terms of ontology (abstract from
reference schemas) - find all c from AU which are subtypes of a d from
AV - c subtype of d (c?d) iff
- supertypes of c in O are subtypes of supertypes
of d - types of attributes of c are subtypes of
attributes of d - full invariant of c stronger than full invariant
of d
13Reference schema integration (spec)
- MetaclassAssociationConcept
- in concept
- sypertype oneArgumentAttribute
- _domain AbstractType
- _range AbstractType
- _inverse OneArgumentAttribute
- AttributeConcept
- in concept
- sypertype oneArgumentAttribute
- _domain AbstractType
- _range _Type
- _inverse none
14Application of the approach
- A step in any task requiring model mapping
- Implementation for ontology in OWL DL
- Subsumption verification in Pellet
- Upper ontologies for different classes of models
- Workflow patterns (by W. van der Aalst) for
process models - DOLCE for linguistic and ontological models
- Model Unifier
- Search for relevant constructs in the canonical
model core - Search for relevant constructs in registered
extensions (canonical model extension reuse)
15Application of upper ontologyfor information
model mapping
- Nikolay A. Skvortsov
- Institute for Informatics Problems
- Russian Academy of Sciences
- nskv_at_ipi.ac.ru
- http//synthesis.ipi.ac.ru/
- RCDL2008 Dubna