Three-dimensional tables
Paper
Paper/Presentation Title | Three-dimensional tables |
---|---|
Presentation Type | Paper |
Authors | |
Author | Toleman, Mark |
Editors | O'Rourke, P. K. |
Journal or Proceedings Title | Proceedings of the 1982 Workshop on Biometrical Techniques: Some Analytical Methods for the Analysis of Nominal and Ordinal Data |
Number of Pages | 7 |
Year | 1982 |
Conference/Event | 1982 Workshop on Biometrical Techniques |
Event Details | 1982 Workshop on Biometrical Techniques Event Date 21 to end of 23 Apr 1982 Event Location Brisbane, Australia |
Abstract | So far we have only considered log-linear models for two-dimensional tables. Contingency tables of more than two-dimensions are very common. In this chapter we shall focus on three-dimensional tables and consider log-linear models for such tables. We shall also discuss the concept of collapsibility. In the past many investigators have opted to collapse over variables and examine the two-way tables so generated. Duncalfe (1980) explains that this may be a dangerous procedure and refers to Simpson's paradox. Tables of more than three-dimensions are discussed briefly. This is followed by an example of the analysis of a three-dimensional table. |
Keywords | three dimensional tables; log-linear models |
ANZSRC Field of Research 2020 | 490502. Biostatistics |
Public Notes | No evidence of copyright restrictions. |
Byline Affiliations | Faculty of Business and Law |
https://research.usq.edu.au/item/9z122/three-dimensional-tables
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