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Subject Classifications in the Scientific
and Overall Digital World


Antonella De Robbio (*),  Dario Maguolo (*), Alberto Marini (**)


ABSTRACT

In the present work we point out opportunities, problems, tools and techniques about interconnecting discipline-specific subject classifications, primarily organized as search devices in bibliographic databases, with general classifications originally devised for book shelving in public libraries.
First of all, we state the fundamental distinction between topical (or subject) classifications and object classifications, regarding the way, respectively mediated or immediate, classifications refer to objects.
Then we trace the story of the structural limitations that constrain subject classifications since their library origins, and of the devices that were thought out to overcome the gap with genuine knowledge representation.
After recalling some general notions on structure, dynamics and interferences of subject classifications and of the objects they refer to, we sketch a synthetic overview on discipline-specific classifications in Mathematics, Computing and Physics, on one hand, and on general classifications on the other.
In this setting we present The Scientific Classifications Page, which collects:
1. groups of Web pages produced by a pool of software tools for developing hypertextual presentations of single or paired subject classifications from sequential source files;
2. facilities for grasping information from KWIC lists of classification descriptions.
Further we propose a concept-oriented methodology for interconnecting subject classifications, which is based on object identification and description in a relational system acting as a common conceptual pole among the classifications. Such a system should be formalized in a suitable way to allow object descriptions to be plugged and searchable in metadata that are managed by search engines, whatever be the particular language or classification scheme indexers and users work with.
The methodology provides for four phases:
1. recognizing the tree-based structure of the classification number space
2. recognizing the structure of a space of buses, i.e. abstract (mobile across the classification numbers) nodes in time, which get identified via (permanence or limited variation of) textual descriptions
3. identifying object envelopes as connected sets of buses
4. extracting conceptual elements from the bus-carried descriptions, interactively with topologically minded examinations over the relation between envelopes and conceptual elements, and relational analyses to be performed by means of a suitable representation language.
The methodology is illustrated with the concrete support of a relational analysis of the whole Mathematics Subject Classification, along its evolution since 1959, as is available for online searches in the MathSci database.
Finally, we recall a very basic method for interconnection provided by coreference in bibliographic records among index elements from different systems, and point out the advantages of establishing the conditions of a more widespread application of such method.

Part of these contents has be presented under the title Mathematics Subject Classification and related Classifications in the Digital World at the Eighth International Conference “Crimea 2001”, "Libraries and Associations in the Transient World: New Technologies and New Forms of Cooperation", Sudak, Ukraine, June 9-17, 2001, in a special session on electronic libraries, electronic publishing and electronic information in science chaired by Bernd Wegner, Editor-in-Chief of Zentralblatt MATH.


CONTENTS

  1. Connecting classifications in the digital world

  2. Subject classifications and object classifications

  3. To tree or not to tree: the question between
    partitioning space and representing knowledge

  4. Descriptions and addresses:
    visiting a subject classification space

  5. Subject classifications for Mathematics, Computing, Physics

  6. General library subject classifications

  7. Displaying classification schemes:
    The Scientific Classifications Page

  8. Buses in the classification space-time

  9. The space-time of Mathematics Subject Classification

  10. Envelopes and objects

  11. Inside the metadata machinery



-- TEXT --


Connecting classifications in the digital world


Subject classifications and object classifications


To tree or not to tree: the question between
partitioning space and representing knowledge


Descriptions and addresses:
visiting a subject classification space


Subject classifications in Mathematics, Computing, Physics


General library subject classifications


Displaying classification schemes: The Scientific Classifications Page



Buses in the classification space-time


The space-time of Mathematics Subject Classification


Envelopes and objects


Inside the metadata machinery


 

ACKNOWLEDGEMENTS

We are grateful to Martin Doerr, Nicola Guarino, Silvio Valentini, Chris Welty for enlightening conversations on the topics of this work.


 

NOTES

[1] See the Website at http://www.openarchives.org
[2] see the Website of the Ontology group at LADSEB-CNR (Padova, Italy), at
http://www.ladseb.pd.cnr.it/infor/ontology/ontology.html;
for Formal Ontology in information systems, see [FOIS98];
a more librarianship-oriented perspective in [S00]
[3] [S84];
for an application of a variant of CG, see [GMV99]
[4] [JoLC99, CDLNR98];
see The DL Website at http://www.ida.liu.se/labs/iislab/people/patla/DL/index.html
[5] Further information metadata, in relation with thesauri, can be found in [H01]
[6] For thesauri see [D01, TAJ01].
For ontologies an evolving line of is thought displayed in [G98, G99, GW00, GW01]
[7] The 1995 and 2000 versions are available in hypertextual presentation at
http://www.ams.org/msc/
[8] Math Doc Cell issues a multilingual (French, English, Italian) Web presentation of the 2000 MSC version, available at
http://www-mathdoc.ujf-grenoble.fr/MSC2000/db.html
The English data has been taken from the AMS site
(http://www.ams.org/msc/);
the Italian ones from the the site we set up at
http://www.math.unipd.it/~biblio/math/.
[9] See the EULER site: http://www.emis.de/projects/EULER/
[10] http://www.ams.org/mathweb/Classif/RZhClassification.html
[11] A Web presentation of the ZDM classification is available at:
http://www.mathematik.uni-osnabrueck.de/projects/zdm
[12] Web presentations of the 1964, 1991 and 1998 versions are available at:
http://www.acm.org/class/1998
[13] http://www.aip.org/pubservs/pacs.html
[14] http://www.iee.org.uk/publish/inspec/docs/classif.html
[15] http://www.oclc.org/dewey/products/index.htm
[16] The DDC 510 revision proposal presented by Giles Martin is visible at
http://www.oclc.org/dewey/updates/discussion/doc/request_for_comment.htm
[17] [RSG99];
for related topics in the field of hypertext functionality, see the whole special issue of "Journal of Digital Information", [JoDI99]
[18] [SG99, CSSV];
see the homepage of the Padua Logic Group, at
http://www.math.unipd.it/~logic/
[19] http://www.mathematik.uni-osnabrueck.de/projects/carmen/CARMEN.htm


 

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AUTHORS DETAILS

Antonella De Robbio
e-mail: derobbio@math.unipd.it
Home Page: http://www.math.unipd.it/~derobbio/home/antohp.htm
Dario Maguolo
e-mail: dario@math.unipd.it
Biblioteca del Seminario Matematico
Università degli Studi di Padova

Alberto Marini
e-mail: alberto@iami.mi.cnr.it
Home Page: http://www.iami.mi.cnr.it/~alberto/
Istituto per le Applicazioni della Matematica e dell'Informatica
Consiglio Nazionale delle Ricerche (IAMI-CNR), Milano


 

Last modified 30th May 2001