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OpenCitations Meta

  • Arcangelo Massari*
  • , Fabio Mariani
  • , Ivan Heibi
  • , Silvio Peroni
  • , David Shotton
  • *Korrespondierende/r Autor/-in für diese Arbeit

Publikation: Beiträge in Zeitschriften › Zeitschriftenaufsätze › Forschung › Begutachtung

13 Zitate (Scopus)

Abstract

OpenCitations Meta is a new database for open bibliographic metadata of scholarly publications involved in the citations indexed by the OpenCitations infrastructure, adhering to Open Science principles and published under a CC0 license to promote maximum reuse. It presently incorporates bibliographic metadata for publications recorded in Crossref, DataCite and PubMed, making it the largest bibliographic metadata source using SemanticWeb technologies. It assigns new globally persistent identifiers (PIDs), known as OpenCitations Meta Identifiers (OMIDs) to all bibliographic resources, enabling it both to disambiguate publications described using different external PIDS (e.g. a DOI in Crossref and a PMID in PubMed), and to handle citations involving publications lacking external PIDs. By hosting bibliographic metadata internally, OpenCitations Meta eliminates its former reliance on API calls to external resources and thus enhances performance in response to user queries. Its automated data curation, following the OpenCitations Data Model, includes deduplication, error correction, metadata enrichment and full provenance tracking, ensuring transparency and traceability of data and bolstering confidence in data integrity, a feature unparalleled in other bibliographic databases. Its commitment to Semantic Web standards ensures superior interoperability compared to other machine-readable formats, with availability via a SPARQL endpoint, REST APIs and data dumps.
OriginalspracheEnglisch
ZeitschriftQuantitative Science Studies
Jahrgang5
Ausgabenummer1
Seiten (von - bis)50-75
Seitenumfang26
DOIs
PublikationsstatusErschienen - 01.12.2024

Bibliographische Notiz

Publisher Copyright:
© 2024 Arcangelo Massari.

Fachgebiete und Schlagwörter

  • Kunstwissenschaft

ASJC Scopus Sachgebiete

  • Numerische Mathematik
  • Analyse
  • Bibliotheks- und Informationswissenschaften
  • Kultur und Raum

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