Search (4 results, page 1 of 1)

  • × theme_ss:"Klassifikationssysteme"
  • × year_i:[2010 TO 2020}
  1. Kramer, J.: Zur Revision der Fächersystematiken (2015) 0.09
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    Abstract
    Bericht anlässlich einer Revision der Fächersystematiken aus Sicht der Systematisierung der Mathematik.
    Date
    23. 3.2013 11:17:39
    Source
    Mitteilungen der Deutschen Mathematiker-Vereinigung. 2015, H.1, S.18-20
  2. Dewey, M.: Dewey Decimal Classification and relative index (2011) 0.04
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    Object
    DDC-23
  3. ¬The Computer Science Ontology (CSO) (2018) 0.00
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    Abstract
    The Computer Science Ontology (CSO) is a large-scale ontology of research areas that was automatically generated using the Klink-2 algorithm on the Rexplore dataset, which consists of about 16 million publications, mainly in the field of Computer Science. The Klink-2 algorithm combines semantic technologies, machine learning, and knowledge from external sources to automatically generate a fully populated ontology of research areas. Some relationships were also revised manually by experts during the preparation of two ontology-assisted surveys in the field of Semantic Web and Software Architecture. The main root of CSO is Computer Science, however, the ontology includes also a few secondary roots, such as Linguistics, Geometry, Semantics, and so on. CSO presents two main advantages over manually crafted categorisations used in Computer Science (e.g., 2012 ACM Classification, Microsoft Academic Search Classification). First, it can characterise higher-level research areas by means of hundreds of sub-topics and related terms, which enables to map very specific terms to higher-level research areas. Secondly, it can be easily updated by running Klink-2 on a set of new publications. A more comprehensive discussion of the advantages of adopting an automatically generated ontology in the scholarly domain can be found in.
  4. Wegner, B. u. D. Werner (Hrsg.): Mathematics subject classification 2010 (2010) 0.00
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    Editor
    Heidelberger Akademie der Wissenschaften

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