SLIDE 1 Representing the structural elements
- f a freely faceted classification
Claudio Gnoli (U Pavia) T
Philippe Cousson (L Guérin, Poitiers) Gabriele Merli (U Pavia) Rick Szostak (U Alberta) (ILC Project) UDC Seminar 2011, The Hague
SLIDE 2 UDC Seminar 2009
Web-publish
[Brickley, Soergel,
Dunshire, Binding, Isaac…]
SLIDE 3 …but in which format?
UNIMARC ?
facets absent [Slavic & Cordeiro 2004; 2005]
SKOS ?
facets “postponed” [Miles 2008]
OWL 2 ?
[Zeng et al. 2010]
SLIDE 4 Facet analysis
“the basis of all methods of IR”
[CRG 1955; Broughton 2006]
Available flavours:
common auxiliaries [DDC, classic UDC] classic faceted classification [BC2, UDC revisions] freely faceted classification [CRG, ILC project]
SLIDE 5
Freely faceted classification
Interdisciplinarity laws : vessels : oceans : whales : conservation laws ON conservation conservation OF whales whales IN oceans vessels IN oceans …
SLIDE 6 CRG-NATO draft scheme [1960s]
V
ILC draft scheme [2004-2011-]
Development continues, but a stable published edition is needed for the sake of interoperability
Freely faceted classification
SLIDE 7
ILC 1
Published on the Web, 2011-07-15
www.iskoi.org/ilc/1/ilc.php
7052 classes, browsable, searchable
SLIDE 8
ILC developing version
www.iskoi.org/ilc/ilc.php
Yellow background Also browsable, searchable
SLIDE 9
ILC database
SLIDE 10
Classification
Notational plane Verbal plane Idea plane
[Ranganathan]
knowledge representation
SLIDE 11 Freely faceted classification
Notational elements
Arrays, Chains, Deictics, Facets, Foci, Place of definition of foci, Examples of combinations, Subclasses of a faceted class, Groupings, Related classes
Verbal elements
Main caption, Synonyms, Descriptions, Included terms, Related terms, Notes
SLIDE 12
Arrays
Sensu Ranganathan Emptying digit z where >25 sister classes
SLIDE 13
Chains
m organisms mq animals mqv chordates mqvt mammals mqvtn whales mqvtni dolphins mqvtnis Stenella
Field for broader class in DBs for interoperability
SLIDE 14
Deictics
Ranganathan’s “favoured host class” Extended in ILC
SLIDE 15
Facets etc.
Facet Place of definition of foci Caption Synonyms Description
SLIDE 16 Example of combination
nye estuaries m8 [ny] organisms, adapted to habitat m8e
- rganisms, adapted to estuaries
Extra-defined focus (“parallel division” of a facet)
SLIDE 17
Subclass of a faceted class
The Genesis problem [Broughton 2010] js6 landforms, modelled by agent js6i landforms, modelled by wind js6i:l loess Relevant for common vs. civil law [Pullman p.c.]
SLIDE 18
Related classes
In ILC, only dependence relationships are recorded: xxol alpinism « jsm mountains
SLIDE 19
Included terms
SLIDE 20
Related terms
In ILC, disciplines:
SLIDE 21
Dynamic Web interface
expander link to details depth selector link to broader class
SLIDE 22
Representation in SKOS
mqvtn whales, cetaceans, cetacea
V
ilc:mqvtn rdf:type skos:Concept; skos:notation "mqvtn"^^ilc:ILCNotation; skos:broader ilc:mqvt; skos:prefLabel "whales"@en; skos:altLabel "cetaceans"@en; skos:altLabel "cetacea"@en.
SLIDE 23
How to represent facets?
mqvtn2 [jU] whales, in area
V
ilc:mqvtn2 rdf:type skos:Concept; skos:notation "mqvtn2"^^ilc:ILCNotation; skos:prefLabel "in"@en; skos:altLabel "area"@en; skos:broader ilc:mqvtn; skos:broader ilc:2; skos:related ilc:jU.
SLIDE 24
How to represent facets?
mqvtn2 [jU] whales, in area skos:broader ilc:mqvtn; skos:broader ilc:2;
Facets are “narrower terms” of both their basic class (mqvtn whales) and their fundamental category (2 in place)
SLIDE 25
Polyhierarchical model
mqvt 2 “mammals” “in place” mqvtn2 “whales, in area ”
SLIDE 26
How to represent facets?
mqvtn2 [jU] whales, in area skos:related ilc:jU
Facets can be described as “related terms” of their place of definition (jU regions) but this is not an effective instruction. Some extension of skos:related seems to be needed
SLIDE 27
Clearly, these are but raw approximations Alternative: skos:collection but conceived for node labels in thesauri, not linkable to general categories
How to represent facets?
SLIDE 28 Facet combinations
Not to be all enumerated in SKOS Possibly a converter ILC > SKOS (and back?)
SLIDE 29 Other verbal terms
description
+ its synonyms ~ skos:note + related discipline
included terms
~ skos:example
scope etc. notes ~ skos:definition
SLIDE 30 Conclusions
Some elements of freely faceted cl’s
are shared with other KOS types while others are peculiar
Some of the latter
(facet categories, place of definition…) are hard to be represented carefully in existing markup languages
SLIDE 31 Conclusions
FFCs are complex, rich systems
requiring special treatment
More representation work is needed,
possibly involving SKOS extensions
SLIDE 32
thanks
www.iskoi.org/ilc