Repertory grid (English Wikipedia)

Analysis of information sources in references of the Wikipedia article "Repertory grid" in English language version.

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books.google.com

  • For example: Denicolo, Pam; Long, Trevor; Bradley-Cole, Kim (2016). "How others have used PCP: sample research cases". Constructivist approaches and research methods: a practical guide to exploring personal meanings. London; Los Angeles: SAGE Publications. pp. 155–199. ISBN 9781473930292. OCLC 958777985.

doi.org

  • Bavelas, Janet B.; Chan, Adrienne S.; Guthrie, Janice A. (January 1976). "Reliability and validity of traits measured by Kelly's repertory grid". Canadian Journal of Behavioural Science. 8 (1): 23–38. doi:10.1037/h0081932. different scoring methods range from simply counting the number of matching rows or columns to what Kelly called his "nonparametric factor analysis" (which is not related to traditional factor analysis of correlational data). All of these measures have some basis in Kelly's published or unpublished discussions of Grid analysis, and most have been used arbitrarily and interchangeably in the literature.
  • Saúl, Luis Angel; López-González, M. Angeles; Moreno-Pulido, Alexis; Corbella, Sergi; Compañ, Victoria; Feixas, Guillem (April 2012). "Bibliometric review of the repertory grid technique: 1998–2007". Journal of Constructivist Psychology. 25 (2): 112–131. doi:10.1080/10720537.2012.651065. S2CID 62181588.
  • Shaw, Mildred L. G. (June 1980). "The analysis of a repertory grid". British Journal of Medical Psychology. 53 (2): 117–126. doi:10.1111/j.2044-8341.1980.tb01426.x. PMID 7387906.
  • McQualter, J. W. (February 1986). "Becoming a mathematics teacher: the use of personal construct theory". Educational Studies in Mathematics. 17 (1): 1–14. doi:10.1007/BF00302375. JSTOR 3482188. S2CID 144232529. The use of PCT procedures to investigate teacher practical knowledge offers to provide material for pedagogy of mathematics and enables us in mathematics education to develop a "grounded theory" of mathematics pedagogy (Glaser and Strauss, 1967).
  • Hunter, M. Gordon; Beck, John E. (March 2000). "Using repertory grids to conduct cross-cultural information systems research". Information Systems Research. 11 (1): 93–101. doi:10.1287/isre.11.1.93.11786. JSTOR 23015975. The grounded theory technique presented in this article is based on Kelly's Repertory Grid (RepGrid), which concentrates on "laddering," or the further elaboration of elicited constructs, to obtain detailed research participant comments about an aspect within the domain of discourse. The technique provides structure to a "one-to-one" interview. But, at the same time, RepGrids allow sufficient flexibility for the research participants to be able to express their own interpretation about a particular topic. [...] the methodology used is based on Grounded Theory (Glaser and Strauss 1967), which suggests that categories and their properties should emerge from the data, rather than being influenced by the a priori adoption of a theoretical framework. That is, the RepGrid technique grounds the data within the culture of the research participant.
  • Edwards, Helen M.; McDonald, Sharon; Young, S. Michelle (April 2009). "The repertory grid technique: its place in empirical software engineering research". Information and Software Technology. 51 (4): 785–798. doi:10.1016/j.infsof.2008.08.008. The repertory grid technique is a phenomenological approach which sits more with grounded theory [Glaser & Strauss, 1967] and interpretive research rather than with positivist, hypothesis-proving, approaches. The focus is on understanding, before developing theories that can be subsequently proved (or disproved).
  • Gaines, Brian R.; Shaw, Mildred L.G. (2011). "Computer-aided constructivism". In Caputi, Peter; Viney, Linda L.; Walker, Beverly M.; Crittenden, Nadia (eds.). Personal construct methodology. Malden, MA: John Wiley & Sons. pp. 183–222. CiteSeerX 10.1.1.414.1037. doi:10.1002/9781119953616. ISBN 9780470770870. OCLC 730906380.

jstor.org

  • McQualter, J. W. (February 1986). "Becoming a mathematics teacher: the use of personal construct theory". Educational Studies in Mathematics. 17 (1): 1–14. doi:10.1007/BF00302375. JSTOR 3482188. S2CID 144232529. The use of PCT procedures to investigate teacher practical knowledge offers to provide material for pedagogy of mathematics and enables us in mathematics education to develop a "grounded theory" of mathematics pedagogy (Glaser and Strauss, 1967).
  • Hunter, M. Gordon; Beck, John E. (March 2000). "Using repertory grids to conduct cross-cultural information systems research". Information Systems Research. 11 (1): 93–101. doi:10.1287/isre.11.1.93.11786. JSTOR 23015975. The grounded theory technique presented in this article is based on Kelly's Repertory Grid (RepGrid), which concentrates on "laddering," or the further elaboration of elicited constructs, to obtain detailed research participant comments about an aspect within the domain of discourse. The technique provides structure to a "one-to-one" interview. But, at the same time, RepGrids allow sufficient flexibility for the research participants to be able to express their own interpretation about a particular topic. [...] the methodology used is based on Grounded Theory (Glaser and Strauss 1967), which suggests that categories and their properties should emerge from the data, rather than being influenced by the a priori adoption of a theoretical framework. That is, the RepGrid technique grounds the data within the culture of the research participant.

nih.gov

pubmed.ncbi.nlm.nih.gov

psu.edu

citeseerx.ist.psu.edu

researchgate.net

semanticscholar.org

api.semanticscholar.org

  • Saúl, Luis Angel; López-González, M. Angeles; Moreno-Pulido, Alexis; Corbella, Sergi; Compañ, Victoria; Feixas, Guillem (April 2012). "Bibliometric review of the repertory grid technique: 1998–2007". Journal of Constructivist Psychology. 25 (2): 112–131. doi:10.1080/10720537.2012.651065. S2CID 62181588.
  • McQualter, J. W. (February 1986). "Becoming a mathematics teacher: the use of personal construct theory". Educational Studies in Mathematics. 17 (1): 1–14. doi:10.1007/BF00302375. JSTOR 3482188. S2CID 144232529. The use of PCT procedures to investigate teacher practical knowledge offers to provide material for pedagogy of mathematics and enables us in mathematics education to develop a "grounded theory" of mathematics pedagogy (Glaser and Strauss, 1967).

worldcat.org

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