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Skeleton partonomy Design Pattern
Status: intermediate draft
Authors and contributors:
- Chris Mungall (author)
Date: 2012
Document Type: ontology_design_pattern
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OWL reasoners can automatically generate a subsumption hierarchy. However, we often want to automatically classify a partonomy - for example:
-
manual digit phalanx
SubClassOf part_of someforelimb skeleton
Our solution here is to create a bone grouping class for every skeletal subdivision. For example:
-
manual phalanx
EquivalentTophalanx
and part_of somemanus
-
phalanx
SubClassOf somebone
-
forelimb bone
EquivalentTobone
and part_of somepectoral limb
-
forelimb bone
SubClassOf part_of someforelimb skeleton
With the above axioms, manual phalanx
will be classified as forelimb
bone, which is asserted to be part of the forelimb skeleton.
The combination of 3+4 above is an example of a hidden GCI. We create these for every skeletal subdivsion, such that we have:
- X bone EquivalentTo
bone
and part_of some X - X bone SubClassOf part_of some X skeleton
It is important that X is the organism subdivision here.
The generalized solution is to create an element grouping class (e.g. bone, or more generally, skeletal element, or a specific element type, such as fin radial or autopod phalanx) for every skeletal subdivision.
-
LOCATION ELEMENT
EquivalentToELEMENT
and part_of someLOCATION
-
ELEMENT
SubClassOf someskeletal element
-
LOCATION skeletal element
EquivalentToskeletal element
and part_of someLOCATION
-
LOCATION skeletal element
SubClassOf part_of someLOCATION
One alternative is to use an actual GCI. Here we 'unfold' axioms 3 and 4 above to make:
-
manual phalanx
EquivalentTophalanx
and part_of somemanus
-
phalanx
SubClassOf somebone
-
bone
and part_of somepectoral limb
SubClassOf part_of someforelimb skeleton
This is equivalent, but there are practical strengths of benefits to both approaches:
- hidden GCIs of the form above are possible in obo-format; actual GCIs are not
- many ontologies like MA have 'X bone' classes, whereas ontologies like FMA have skeletal subdivsions
- materializing both forms in Uberon simplifies bridging between these
- the proliferation of terms can be confusing to annotators, but it is possible to make subsets that exclude either form
Uberon is a multi-species anatomy ontology and knowledge base, find out more on the home page