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Lecture Notes
Birzeit University, Palestine
2012

Advanced Topics in Ontology Engineering

Ontology Modeling Challenges
and (OntoClean)
Dr. Mustafa Jarrar
Sina Institute, University of Birzeit
mjarrar@birzeit.edu
www.jarrar.info
Jarrar © 2012

1
Reading

Guarino, Nicola and Chris Welty. 2002. Evaluating Ontological Decisions with
OntoClean. Communications of the ACM. 45(2):61-65. New York: ACM Press.
http://www.loa.istc.cnr.it/Papers/CACM2002.pdf

Jarrar © 2012

2
Ontology Modeling

•
•
•

•

Building ontologies is still arcane art form.
One maybe a good ontology engineer, but he does not know why!

An ontology might be better than another, but it is difficult to know
why!
We need a methodology to guide us not only on what kinds of
ontological decisions we should make, but on how these
decisions can be evaluated.

 OntoClean provides a set of modeling “guidelines” in this
direction, but it is still not meant to be a comprehensive
methodology for the all ontology modeling phases.

Jarrar © 2012

3
OnToClean
A methodology for ontology-driven conceptual analysis, developed
by:
Nicola Guarino
CNR Institute for Cognitive Sciences and Technologies,
Laboratory for Applied Ontology (LOA) in Trento, Italy

Chris Welty
Research Scientist at the IBM T.J. Watson Research Center in
New York.

Jarrar © 2012

4
Modeling mistakes
• Many people misuse the subsumption relation, what they do is not
subsumptions.
• Which are correct/wrong here?
Person
Time Duration
Student

worker

Educational Institute

University
Time Interval

Student

Birzeit University

Person

Role

worker

Female

Male
Jarrar © 2012

Faculty of Law
5
Modeling mistakes
• Many people misuse the subsumption relation, what they do is not
subsumptions.
• Which are correct/wrong here?
Person

 How to know that your

Educational Institute
Time Duration
modeling choices are right?

Student

worker
 What makes your ontology better than my ontology?
University
Time Interval

Student

Birzeit University

Person

Role

worker

Female

Male
Jarrar © 2012

Faculty of Law
6
Subsumption (The Subtype Relation)
• The subsumption (also called is-a relationship) forms a hierarchy
– A subsumes B if all instances of B are necessarily instances of A
– Attributes of a supertype are inherited by it subtypes along the hierarchy.

• The subsumption relation is often misused
– People are typically confuses the subtype relation with the part-of and
instance-of relations, and types with roles.

Jarrar © 2012

7
Subsumption misused with Instantiation
Mammal
Is A

Human

Is A

X

Species

Mammal

XIs A

Species

SubtypeOf
InstanceOf

Human

InstanceOf

Mustafa

Mustafa

 Instances are sometimes confused with types!
 To distinguish between them you should ask what are the instances of
“Mustafa”? Instances of “Human”? Instance of Species? Etc.
 How to distinguish between same/different instances of a type, two things
are same entity (identity criteria)?
Jarrar © 2012

8
Subsumption misused with Part/Whole
Car
SubtypeOf

Car

X

PartOf

Engine

Engine

It is often difficult for beginners in ontological analysis to distinguish between the part-of and the
subclass relation. This is due to the fact that subclass is analogous to subset, and a subset of a
set is a part of it. This confusion can be overcomed when we realize the difference between the
parts of a set and the parts of its members.
 Among the essential properties of a car there are some functional properties, like being able
to accommodate people. An engine has also certain functional properties as essential
properties, like being able to crank and generate a rotational force. Since, however, the
essential properties of cars do not apply to engines, one cannot subsume the other. The
proper relationship here is part and subsumption is not part. [GW02].
Jarrar © 2012

9
Subsumption misused with Disjunction
Car Part
SubtypeOf

Engine or Wheel or Seat

X

Engine

SubtypeOf
Better

But this is still not an
intuitive class

Car Part

To see how this is incorrect, rigidity analysis can be most useful. No instance of a car part is
necessarily a car part (we could take an engine from a car and put it in a boat, making it no
longer a car part but a boat part), so we have to make that class anti-rigid. The class engine
itself is rigid, however, since we can’t imagine an entity that is an engine becoming a nonengine. Being an engine is essential to it. An anti-rigid class, such as car part, can not
subsume a rigid one, and so we have a conflict.
This type of mistake is particularly common in object-oriented, where value restrictions are an
important part of modeling. These anti-rigid classes are created to satisfy a modeling need to
represent disjunction, for instance, “any car part is either an engine, or a wheel, or a seat, …”
It should be clear that this is different from saying “all engines are car parts,” since, in fact,
they are not. Of course, most modeling systems do not provide for disjunction, so modelers
believe they are justified using these tricks, but if the intention is to make meaning as clear as
possible then subsumption is not disjunction. [GW02]
Jarrar © 2012

10
Subsumption misused with Constitution

Water

 An instance of Water is
an amount of water

SubtypeOf

X

Ocean

Ocean

PartOf

 An instance of Ocean is the
“the Atlantic Ocean,”
 Oceans are made up of
amounts of water

Jarrar © 2012

Water

11
Subsumption misused with Polysemy
• A term may have multiple meanings (Polysemy),
• For example “Table” means:
 A piece of furniture having a smooth flat top that is usually supported by
one or more vertical legs.
 A set of data arranged in rows and columns

Furniture

SubtypeOf

Array

?

PoliticalEntity

SubtypeOf

Table

SubtypeOf

GeographicArea

?

SubtypeOf

Country

 A polysemous class might be placed below both meanings
Jarrar © 2012

12
OntoClean

OntoClean helps you to:
• evaluate misuses of subsumption and inconsistent modeling choices.
• provides a formal basis for why they’re wrong.
• Focuses on taxonomy
A subsumes B iff for all x, x instance of B implies x instance of A

Jarrar © 2012

13
OntoClean

based on [Bechhofer]

• Considers general properties
– being an apple

– being a table
– being a person
– being red
• A Class is then the set of entities that exhibit a property in a possible
world.
• Members of the Class are instances of the property.
• The terminology can be slightly confusing
– These are not properties in the sense of OWL properties.
Jarrar © 2012

14
OntoClean

based on [Bechhofer]

• Metaproperties describe particular characteristics of the properties.
• Essence )‫(صفة الجوهر‬
• Rigidity )‫(صفة اللزوم‬

• Identity )‫(صفة الهوية‬
• Unity

)‫(صفة الوحدة‬

• Associating metaproperties with properties (i.e. classes) helps
characterize aspects of the properties.
• Constraints on the metaproperties enforce restrictions on the
taxonomy and help to highlight and evaluate the choices made.

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15
Essence (‫)الجوهر‬
• A property (i.e. class) is essential to an entity if it must hold for it.
– Not just things that accidently happen to be true all the time.

‫تكون الصفة جوهرية لكينونة ما إذا كان إجبارية‬

.‫تكون الصفة غير جوهرية لكينونة ما إذا كانت عرضية، لوقت معين وليس طوال الوقت‬

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16
Rigidity )‫(صفة اللزوم‬
• A rigid property is a property that is essential to all of its instances.
‫تكون الصفة الزمة إذا كانت جوهرية لجميع حامليها، مثل صفة إنسان ألن من يحمل هذه الصفة ال‬
.‫يمكنه التخلي عنها في أي وقت أو ظرف‬
– Every entity that can exhibit the property must do so.
– Every entity that is a person must be a person
– There are no entities that can be a person but aren’t.

• An anti-rigid property is one that is never essential
‫تكون الصفة غير الزمة إذا لم تكن جوهرية لجميع حامليها، مثل صفة طالب ألن من يحمل هذه الصفة‬
.‫يمكنه التخلي عنها‬
– For example, every instance of student isn’t necessarily a student students may cease to be students at some point without ceasing to exist
or changing their identity.

• A semi-rigid property is one that is essential to some instances but
not to others
‫تكون الصفة شبه الزمة إذا كانت جوهرية لبعض حامليها، مثل صفة قاسي فهي جوهرية للبعض مثل‬
.‫”مطرقة“ وغير جوهرية للبعض اآلخر مثل ”اإلسفنج“ القاسي‬
Jarrar © 2012

17
Rigidity )‫(صفة اللزوم‬
• A rigid property is a property that is essential to all of its instances.
‫تكون الصفة الزمة إذا كانت جوهرية لجميع حمليها، مثل صفة إنسان ألن من يحمل هذه الصفة ال‬
.‫يمكنه التخلي عنها في أي وقت أو ظرف‬
– Every entity that can exhibit the property must do so.
– Every entity that is a person must be a person
 Each concept in the Ontology should
– There are no entities that can be a person but aren’t.

be
labeled with Rigid (+R) , Anti-rigid (-R), or
• An anti-rigid Semi-rigid (~R). is never essential
property is one that
‫تكون الصفة غير الزمة إذا لم تكن جوهرية لجميع حمليها، مثل صفة طالب ألن من يحمل هذه الصفة‬
.‫يمكنه التخلي عنها‬
 As we will see later, these metaproperties impose
– For example every instance of the subsumption relation, whichconstraints on student isn’t necessarily a student
students may can beto be students at the ontological consistency exist
cease used to check some point without ceasing to
or changing their identity.
of taxonomic links.

• A semi-rigid property is one that is essential to some instances but
not to others  One of these constraints is that anti-rigid
properties cannot subsume rigid properties. Thus
‫تكون الصفة شبه الزمة إذا كانت جوهرية لبعض حمليها، مثل صفة قاسي فهي جوهرية للبعض مثل‬
.‫القاسي‬Student ‫ اآلخر مثل‬subsume Person.
“‫ ”اإلسفنج‬cannot ‫”مطرقة“ وغير جوهرية للبعض‬
Jarrar © 2012

18
Identity (‫)الهوية‬
• Identity criteria allows us to recognize individual entities in the world.
.‫التفكير بالشروط التي تجعل الشيء ذاته تساعدنا على تمييز األشياء‬

 Necessary and sufficient criteria in terms of definitions
What is the difference between “Time Duration” and “Time Interval”?
• Time Duration
– One hour, two hours etc.
• Time Interval

– 11:00-12:00 on Tuesday 26th, 17:00-18:45 on Saturday 17th
Time Duration
SubtypeOf

X

Time Interval

Time Interval
Component Of

Time Duration

When we say “all time intervals are time durations” we really mean “all time intervals
have a time duration”;
Jarrar © 2012
19
Identity (‫)الهوية‬
 Identity refers to the problem of being able to recognize individual
entities in the world as being the same (or different).
 Identity criteria are conditions used to determine equality (sufficient
conditions) and that are entailed by equality (necessary conditions).
 For example, how do we recognize a person we know as the same
person even though they may have changed?
 Thinking about concepts’ identities, while building an ontology help us
avoid/discover mistakes.
 For example: think again about this
Time Duration

Instances like: “One hour”, “two hours”, “one day” etc.

SubtypeOf?

Time Interval

Instances like: “1:00–2:00 next Tuesday”,“2:00–3:00 next Wednesday”, etc.

 since all Time Intervals are also Time Durations.
Jarrar © 2012

20
Identity (‫)الهوية‬
According to the identity criteria for time durations, two durations of the same
length are the same duration. In other words, all one hour time durations are
identical—they are the same duration and therefore there is only one “one
hour” time duration.
According to the identity criteria for time intervals, two intervals occurring at
the same time are the same, but two intervals occurring at different times,
even if they are the same length, are different. Therefore, the two example
intervals given would be different intervals, but the same duration.
This creates a contradiction: if all instances of time interval are also instances
of time duration (as implied by the subclass relationship), how can they be two
instances under one class and a single instance under another?
Time Duration

Instances like: “One hour”, “two hours”, “one day” etc.

SubtypeOf?

Time Interval

Instances like: “1:00–2:00 next Tuesday”,“2:00–3:00 next Wednesday”, etc.

 since all Time Intervals are also Time Durations.
Jarrar © 2012

21
Identity (‫)الهوية‬
When we say “all time intervals are time durations” we really mean “all time
intervals have a time duration”; the duration is a component of an interval, but
it is not the interval itself. Therefore, we cannot model the relationship as
subclass.

Time Duration
SubtypeOf

Time Interval

X

Component Of

Time Duration

Time Interval

X

 since all Time Intervals are also Time Durations.
Jarrar © 2012

22
Identity (‫)الذاتية‬
When we say “all time intervals are time durations” we really mean “all time
intervals have a time duration”; the duration is a component of an interval, but
it is not the interval itself. Therefore, we cannot model the relationship as
subclass.

 A property will inherit identity criteria from parents.
 A property may also supply its own additional identity criteria.

Time Duration
SubtypeOf

Time Interval

X

Component Of

Time Duration

Time Interval

X

 since all Time Intervals are also Time Durations.
Jarrar © 2012

23
Unity (‫)الهوية‬
 Unity refers to the problem of describing the way the parts of an
object are bound together.
 Unity criteria identify whether or not a property is intended to
describe whole objects.
 For some classes, all their instances are wholes (like Car), for others
none of their instances are wholes (like Oil).

• A property carries unity if all its instances exhibit a common unity
criterion (e.g., Ocean)
• A property carries no unity if its instances are all wholes, but with
different unity criteria (Legal Entity, as it includes companies and people
• A property carries anti-unity if all of its instances are not necessarily
whole.
Jarrar © 2012

24
Unity (‫)الوحدة‬
 Thinking about concepts’ identities, while building an ontology helps
us avoid/discover mistakes. For example:
Water

Instance is an amount of water, but it is not a whole, since it is
not recognizable as an isolated entity.

SubtypeOf

Ocean

Instances like the “Atlantic Ocean”, is recognizable as a
single entity

If we claim that instances of the latter are not wholes, and instances of the
former always are, then we have a contradiction. Problems like this
again stem from the ambiguity of natural language, oceans are not “kinds
of “water”, they are composed of water.

Jarrar © 2012

25
Unity (‫)الوحدة‬
 Thinking about concepts’ identities, while building an ontology helps
us avoid/discover mistakes. For example:
Water
SubtypeOf

Water

X

Composed Of

Ocean

Ocean

If we claim that instances of the latter are not wholes, and instances of the
former always are, then we have a contradiction. Problems like this
again stem from the ambiguity of natural language, oceans are not “kinds
of “water”, they are composed of water.

Jarrar © 2012

26
OntoClean’s support!
• Recognizing identity and unity criteria is typically very difficult, and
needs philosophical/analytical skill.
• Well, of course good ontologies are not easy and need deep thinking!
• These difficulties are not simplified much by OntoClean, but there is
no better methodology!
• More examples and practice help you become a good ontology
modeler! …..  then your salary will be very high! ;-)

Jarrar © 2012

27
How to apply OntoClean?
Given two classes A and B, where B subsumes A,
the following rules must hold:

based on [Bechhofer]

SubtypeOf

B

?

A

Rules
1. If B is anti-rigid, then A must be anti-rigid

2. If B carries an identity criterion, then A must carry the same criterion
3. If B carries a unity criterion, then A must carry the same criterion
4. If B has anti-unity, then A must also have anti-unity
5. If B is externally dependent, then A must be

• Analysis of a hierarchy using these rules can help identify problematic
modeling choices.
• Conceptual backbone of rigid properties
Jarrar © 2012

28
Summary

based on [Bechhofer]

• OntoClean helps a modeler to justify and analyze the choices made in
defining a subsumption hierarchy.
• Metaproperties :

– Rigidity
– Identity
– Unity
– Dependent
• Application of constraints on metaproperties

– Highlights potential inconsistencies in the modelling

Jarrar © 2012

29
References
Guarino, Nicola and Chris Welty. 2002. Evaluating Ontological Decisions with
OntoClean. Communications of the ACM. 45(2):61-65. New York: ACM Press.

Sean Bechhofer: OntoClean. COMP30412. University of Manchester
http://www.cs.man.ac.uk/~seanb/teaching/COMP30412/OntoClean.pdf

Jarrar © 2012

30

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Jarrar: Ontology Modeling using OntoClean Methodology

  • 1. Lecture Notes Birzeit University, Palestine 2012 Advanced Topics in Ontology Engineering Ontology Modeling Challenges and (OntoClean) Dr. Mustafa Jarrar Sina Institute, University of Birzeit mjarrar@birzeit.edu www.jarrar.info Jarrar © 2012 1
  • 2. Reading Guarino, Nicola and Chris Welty. 2002. Evaluating Ontological Decisions with OntoClean. Communications of the ACM. 45(2):61-65. New York: ACM Press. http://www.loa.istc.cnr.it/Papers/CACM2002.pdf Jarrar © 2012 2
  • 3. Ontology Modeling • • • • Building ontologies is still arcane art form. One maybe a good ontology engineer, but he does not know why! An ontology might be better than another, but it is difficult to know why! We need a methodology to guide us not only on what kinds of ontological decisions we should make, but on how these decisions can be evaluated.  OntoClean provides a set of modeling “guidelines” in this direction, but it is still not meant to be a comprehensive methodology for the all ontology modeling phases. Jarrar © 2012 3
  • 4. OnToClean A methodology for ontology-driven conceptual analysis, developed by: Nicola Guarino CNR Institute for Cognitive Sciences and Technologies, Laboratory for Applied Ontology (LOA) in Trento, Italy Chris Welty Research Scientist at the IBM T.J. Watson Research Center in New York. Jarrar © 2012 4
  • 5. Modeling mistakes • Many people misuse the subsumption relation, what they do is not subsumptions. • Which are correct/wrong here? Person Time Duration Student worker Educational Institute University Time Interval Student Birzeit University Person Role worker Female Male Jarrar © 2012 Faculty of Law 5
  • 6. Modeling mistakes • Many people misuse the subsumption relation, what they do is not subsumptions. • Which are correct/wrong here? Person  How to know that your Educational Institute Time Duration modeling choices are right? Student worker  What makes your ontology better than my ontology? University Time Interval Student Birzeit University Person Role worker Female Male Jarrar © 2012 Faculty of Law 6
  • 7. Subsumption (The Subtype Relation) • The subsumption (also called is-a relationship) forms a hierarchy – A subsumes B if all instances of B are necessarily instances of A – Attributes of a supertype are inherited by it subtypes along the hierarchy. • The subsumption relation is often misused – People are typically confuses the subtype relation with the part-of and instance-of relations, and types with roles. Jarrar © 2012 7
  • 8. Subsumption misused with Instantiation Mammal Is A Human Is A X Species Mammal XIs A Species SubtypeOf InstanceOf Human InstanceOf Mustafa Mustafa  Instances are sometimes confused with types!  To distinguish between them you should ask what are the instances of “Mustafa”? Instances of “Human”? Instance of Species? Etc.  How to distinguish between same/different instances of a type, two things are same entity (identity criteria)? Jarrar © 2012 8
  • 9. Subsumption misused with Part/Whole Car SubtypeOf Car X PartOf Engine Engine It is often difficult for beginners in ontological analysis to distinguish between the part-of and the subclass relation. This is due to the fact that subclass is analogous to subset, and a subset of a set is a part of it. This confusion can be overcomed when we realize the difference between the parts of a set and the parts of its members.  Among the essential properties of a car there are some functional properties, like being able to accommodate people. An engine has also certain functional properties as essential properties, like being able to crank and generate a rotational force. Since, however, the essential properties of cars do not apply to engines, one cannot subsume the other. The proper relationship here is part and subsumption is not part. [GW02]. Jarrar © 2012 9
  • 10. Subsumption misused with Disjunction Car Part SubtypeOf Engine or Wheel or Seat X Engine SubtypeOf Better But this is still not an intuitive class Car Part To see how this is incorrect, rigidity analysis can be most useful. No instance of a car part is necessarily a car part (we could take an engine from a car and put it in a boat, making it no longer a car part but a boat part), so we have to make that class anti-rigid. The class engine itself is rigid, however, since we can’t imagine an entity that is an engine becoming a nonengine. Being an engine is essential to it. An anti-rigid class, such as car part, can not subsume a rigid one, and so we have a conflict. This type of mistake is particularly common in object-oriented, where value restrictions are an important part of modeling. These anti-rigid classes are created to satisfy a modeling need to represent disjunction, for instance, “any car part is either an engine, or a wheel, or a seat, …” It should be clear that this is different from saying “all engines are car parts,” since, in fact, they are not. Of course, most modeling systems do not provide for disjunction, so modelers believe they are justified using these tricks, but if the intention is to make meaning as clear as possible then subsumption is not disjunction. [GW02] Jarrar © 2012 10
  • 11. Subsumption misused with Constitution Water  An instance of Water is an amount of water SubtypeOf X Ocean Ocean PartOf  An instance of Ocean is the “the Atlantic Ocean,”  Oceans are made up of amounts of water Jarrar © 2012 Water 11
  • 12. Subsumption misused with Polysemy • A term may have multiple meanings (Polysemy), • For example “Table” means:  A piece of furniture having a smooth flat top that is usually supported by one or more vertical legs.  A set of data arranged in rows and columns Furniture SubtypeOf Array ? PoliticalEntity SubtypeOf Table SubtypeOf GeographicArea ? SubtypeOf Country  A polysemous class might be placed below both meanings Jarrar © 2012 12
  • 13. OntoClean OntoClean helps you to: • evaluate misuses of subsumption and inconsistent modeling choices. • provides a formal basis for why they’re wrong. • Focuses on taxonomy A subsumes B iff for all x, x instance of B implies x instance of A Jarrar © 2012 13
  • 14. OntoClean based on [Bechhofer] • Considers general properties – being an apple – being a table – being a person – being red • A Class is then the set of entities that exhibit a property in a possible world. • Members of the Class are instances of the property. • The terminology can be slightly confusing – These are not properties in the sense of OWL properties. Jarrar © 2012 14
  • 15. OntoClean based on [Bechhofer] • Metaproperties describe particular characteristics of the properties. • Essence )‫(صفة الجوهر‬ • Rigidity )‫(صفة اللزوم‬ • Identity )‫(صفة الهوية‬ • Unity )‫(صفة الوحدة‬ • Associating metaproperties with properties (i.e. classes) helps characterize aspects of the properties. • Constraints on the metaproperties enforce restrictions on the taxonomy and help to highlight and evaluate the choices made. Jarrar © 2012 15
  • 16. Essence (‫)الجوهر‬ • A property (i.e. class) is essential to an entity if it must hold for it. – Not just things that accidently happen to be true all the time. ‫تكون الصفة جوهرية لكينونة ما إذا كان إجبارية‬ .‫تكون الصفة غير جوهرية لكينونة ما إذا كانت عرضية، لوقت معين وليس طوال الوقت‬ Jarrar © 2012 16
  • 17. Rigidity )‫(صفة اللزوم‬ • A rigid property is a property that is essential to all of its instances. ‫تكون الصفة الزمة إذا كانت جوهرية لجميع حامليها، مثل صفة إنسان ألن من يحمل هذه الصفة ال‬ .‫يمكنه التخلي عنها في أي وقت أو ظرف‬ – Every entity that can exhibit the property must do so. – Every entity that is a person must be a person – There are no entities that can be a person but aren’t. • An anti-rigid property is one that is never essential ‫تكون الصفة غير الزمة إذا لم تكن جوهرية لجميع حامليها، مثل صفة طالب ألن من يحمل هذه الصفة‬ .‫يمكنه التخلي عنها‬ – For example, every instance of student isn’t necessarily a student students may cease to be students at some point without ceasing to exist or changing their identity. • A semi-rigid property is one that is essential to some instances but not to others ‫تكون الصفة شبه الزمة إذا كانت جوهرية لبعض حامليها، مثل صفة قاسي فهي جوهرية للبعض مثل‬ .‫”مطرقة“ وغير جوهرية للبعض اآلخر مثل ”اإلسفنج“ القاسي‬ Jarrar © 2012 17
  • 18. Rigidity )‫(صفة اللزوم‬ • A rigid property is a property that is essential to all of its instances. ‫تكون الصفة الزمة إذا كانت جوهرية لجميع حمليها، مثل صفة إنسان ألن من يحمل هذه الصفة ال‬ .‫يمكنه التخلي عنها في أي وقت أو ظرف‬ – Every entity that can exhibit the property must do so. – Every entity that is a person must be a person  Each concept in the Ontology should – There are no entities that can be a person but aren’t. be labeled with Rigid (+R) , Anti-rigid (-R), or • An anti-rigid Semi-rigid (~R). is never essential property is one that ‫تكون الصفة غير الزمة إذا لم تكن جوهرية لجميع حمليها، مثل صفة طالب ألن من يحمل هذه الصفة‬ .‫يمكنه التخلي عنها‬  As we will see later, these metaproperties impose – For example every instance of the subsumption relation, whichconstraints on student isn’t necessarily a student students may can beto be students at the ontological consistency exist cease used to check some point without ceasing to or changing their identity. of taxonomic links. • A semi-rigid property is one that is essential to some instances but not to others  One of these constraints is that anti-rigid properties cannot subsume rigid properties. Thus ‫تكون الصفة شبه الزمة إذا كانت جوهرية لبعض حمليها، مثل صفة قاسي فهي جوهرية للبعض مثل‬ .‫القاسي‬Student ‫ اآلخر مثل‬subsume Person. “‫ ”اإلسفنج‬cannot ‫”مطرقة“ وغير جوهرية للبعض‬ Jarrar © 2012 18
  • 19. Identity (‫)الهوية‬ • Identity criteria allows us to recognize individual entities in the world. .‫التفكير بالشروط التي تجعل الشيء ذاته تساعدنا على تمييز األشياء‬  Necessary and sufficient criteria in terms of definitions What is the difference between “Time Duration” and “Time Interval”? • Time Duration – One hour, two hours etc. • Time Interval – 11:00-12:00 on Tuesday 26th, 17:00-18:45 on Saturday 17th Time Duration SubtypeOf X Time Interval Time Interval Component Of Time Duration When we say “all time intervals are time durations” we really mean “all time intervals have a time duration”; Jarrar © 2012 19
  • 20. Identity (‫)الهوية‬  Identity refers to the problem of being able to recognize individual entities in the world as being the same (or different).  Identity criteria are conditions used to determine equality (sufficient conditions) and that are entailed by equality (necessary conditions).  For example, how do we recognize a person we know as the same person even though they may have changed?  Thinking about concepts’ identities, while building an ontology help us avoid/discover mistakes.  For example: think again about this Time Duration Instances like: “One hour”, “two hours”, “one day” etc. SubtypeOf? Time Interval Instances like: “1:00–2:00 next Tuesday”,“2:00–3:00 next Wednesday”, etc.  since all Time Intervals are also Time Durations. Jarrar © 2012 20
  • 21. Identity (‫)الهوية‬ According to the identity criteria for time durations, two durations of the same length are the same duration. In other words, all one hour time durations are identical—they are the same duration and therefore there is only one “one hour” time duration. According to the identity criteria for time intervals, two intervals occurring at the same time are the same, but two intervals occurring at different times, even if they are the same length, are different. Therefore, the two example intervals given would be different intervals, but the same duration. This creates a contradiction: if all instances of time interval are also instances of time duration (as implied by the subclass relationship), how can they be two instances under one class and a single instance under another? Time Duration Instances like: “One hour”, “two hours”, “one day” etc. SubtypeOf? Time Interval Instances like: “1:00–2:00 next Tuesday”,“2:00–3:00 next Wednesday”, etc.  since all Time Intervals are also Time Durations. Jarrar © 2012 21
  • 22. Identity (‫)الهوية‬ When we say “all time intervals are time durations” we really mean “all time intervals have a time duration”; the duration is a component of an interval, but it is not the interval itself. Therefore, we cannot model the relationship as subclass. Time Duration SubtypeOf Time Interval X Component Of Time Duration Time Interval X  since all Time Intervals are also Time Durations. Jarrar © 2012 22
  • 23. Identity (‫)الذاتية‬ When we say “all time intervals are time durations” we really mean “all time intervals have a time duration”; the duration is a component of an interval, but it is not the interval itself. Therefore, we cannot model the relationship as subclass.  A property will inherit identity criteria from parents.  A property may also supply its own additional identity criteria. Time Duration SubtypeOf Time Interval X Component Of Time Duration Time Interval X  since all Time Intervals are also Time Durations. Jarrar © 2012 23
  • 24. Unity (‫)الهوية‬  Unity refers to the problem of describing the way the parts of an object are bound together.  Unity criteria identify whether or not a property is intended to describe whole objects.  For some classes, all their instances are wholes (like Car), for others none of their instances are wholes (like Oil). • A property carries unity if all its instances exhibit a common unity criterion (e.g., Ocean) • A property carries no unity if its instances are all wholes, but with different unity criteria (Legal Entity, as it includes companies and people • A property carries anti-unity if all of its instances are not necessarily whole. Jarrar © 2012 24
  • 25. Unity (‫)الوحدة‬  Thinking about concepts’ identities, while building an ontology helps us avoid/discover mistakes. For example: Water Instance is an amount of water, but it is not a whole, since it is not recognizable as an isolated entity. SubtypeOf Ocean Instances like the “Atlantic Ocean”, is recognizable as a single entity If we claim that instances of the latter are not wholes, and instances of the former always are, then we have a contradiction. Problems like this again stem from the ambiguity of natural language, oceans are not “kinds of “water”, they are composed of water. Jarrar © 2012 25
  • 26. Unity (‫)الوحدة‬  Thinking about concepts’ identities, while building an ontology helps us avoid/discover mistakes. For example: Water SubtypeOf Water X Composed Of Ocean Ocean If we claim that instances of the latter are not wholes, and instances of the former always are, then we have a contradiction. Problems like this again stem from the ambiguity of natural language, oceans are not “kinds of “water”, they are composed of water. Jarrar © 2012 26
  • 27. OntoClean’s support! • Recognizing identity and unity criteria is typically very difficult, and needs philosophical/analytical skill. • Well, of course good ontologies are not easy and need deep thinking! • These difficulties are not simplified much by OntoClean, but there is no better methodology! • More examples and practice help you become a good ontology modeler! …..  then your salary will be very high! ;-) Jarrar © 2012 27
  • 28. How to apply OntoClean? Given two classes A and B, where B subsumes A, the following rules must hold: based on [Bechhofer] SubtypeOf B ? A Rules 1. If B is anti-rigid, then A must be anti-rigid 2. If B carries an identity criterion, then A must carry the same criterion 3. If B carries a unity criterion, then A must carry the same criterion 4. If B has anti-unity, then A must also have anti-unity 5. If B is externally dependent, then A must be • Analysis of a hierarchy using these rules can help identify problematic modeling choices. • Conceptual backbone of rigid properties Jarrar © 2012 28
  • 29. Summary based on [Bechhofer] • OntoClean helps a modeler to justify and analyze the choices made in defining a subsumption hierarchy. • Metaproperties : – Rigidity – Identity – Unity – Dependent • Application of constraints on metaproperties – Highlights potential inconsistencies in the modelling Jarrar © 2012 29
  • 30. References Guarino, Nicola and Chris Welty. 2002. Evaluating Ontological Decisions with OntoClean. Communications of the ACM. 45(2):61-65. New York: ACM Press. Sean Bechhofer: OntoClean. COMP30412. University of Manchester http://www.cs.man.ac.uk/~seanb/teaching/COMP30412/OntoClean.pdf Jarrar © 2012 30