Integrating multiple sources of information in literature-based maps of science
- 1 August 1990
- journal article
- Published by SAGE Publications in Journal of Information Science
- Vol. 16 (4) , 217-227
- https://doi.org/10.1177/016555159001600402
Abstract
The last decades have seen an increasing utilization of graphical representations of aspects of science. These "maps" are mainly used to depict the underlying relational structures of publications, or publishing entities, within the science and technology system. To this end, the maps generally draw on only one source of bibliometric (i.e., literature-based quantita tive) data—mostly citations or keywords. These information items will necessarily descnbe only one facet of the (intellect ual and/or social) structure of science. We argue that in order to obtain a more complete description of the common underly ing structure one requires the incorporation of more sources of (bibliometric) data. We discuss the statistical model INDSCAL that combines multiple sources (e.g., citations, keywords, sub ject classificanon codes). This model yields an integrated multi-dimensional representation of the relational structure of a set of scientific entities common to all sources. The utility of INDSCAL is illustrated in an application to core journals in the field of astronomy and astrophysics. Some marked dif ferences occur in the journal structure when based on more data sources than citations alone.Keywords
This publication has 15 references indexed in Scilit:
- A Co-Word Study of Artificial IntelligenceSocial Studies of Science, 1989
- Three-way Scaling and ClusteringPublished by SAGE Publications ,1987
- The development of frames of referencesScientometrics, 1986
- A technique of two‐stage clustering applied to environmental and civil engineering and related methods of citation analysisJournal of the American Society for Information Science, 1983
- From translations to problematic networks: An introduction to co-word analysisSocial Science Information, 1983
- An improved method for analyzing square scientometric transaction matricesScientometrics, 1982
- Discipline impact factors: A method for determining core journal listsJournal of the American Society for Information Science, 1978
- Analysis of individual differences in multidimensional scaling via an n-way generalization of “Eckart-Young” decompositionPsychometrika, 1970
- Multidimensional Scaling: Combining Observations when Individuals have Different Perceptual StructuresPsychometrika, 1969
- Networks of Scientific PapersScience, 1965