1984
DOI: 10.1111/j.0033-0124.1984.00326.x
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A Quantitative-Comparative Approach to Analysis of Distortion in Mental Maps

Abstract: A quantitative procedure for analyzing and comparing distortion in mental maps is presented. Using a microcomputer and digitizer, and by developing a distortion index, comparisons are made by direct analysis of mental maps. A case study of the mental maps of lsrael of high school and university students showed a tendency to generalize shape to simple geometric forms, with foreshortening of north-south lines and exaggeration of east-west distances.

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Cited by 80 publications
(50 citation statements)
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“…When the director indicted that the description was finished, the matcher clicked one final time in agreement. The matcher's reconstruction was evaluated using bidimensional regression and an index of distortion (Waterman & Gordon, 1984). The bidimensional regression provided a measure of rotation error indicating how close the reconstructed orientation was to the intended orientation (as defined by the offset condition).…”
Section: Methodsmentioning
confidence: 99%
See 1 more Smart Citation
“…When the director indicted that the description was finished, the matcher clicked one final time in agreement. The matcher's reconstruction was evaluated using bidimensional regression and an index of distortion (Waterman & Gordon, 1984). The bidimensional regression provided a measure of rotation error indicating how close the reconstructed orientation was to the intended orientation (as defined by the offset condition).…”
Section: Methodsmentioning
confidence: 99%
“…Map accuracy was assessed using a DI based on bidimensional regression (Waterman & Gordon, 1984). Maps were generally very accurate (mean DI ϭ 7.2, SD ϭ 1.34), and no differences were observed for different offset conditions (F Ͻ 1).…”
Section: Map Drawingmentioning
confidence: 99%
“…Another parameter, distortion index (DI), is closely related to r 2 . This measure, originally proposed by Waterman and Gordon (1984) and expanded by Friedman and Kohler, denotes the percentage of distortion in the sketch map and is reported as a percentage hypothetically ranging from 0 to 100. DI 2 is the proportion of variance of the sketch map's landmark configuration that remains unexplained by BDR.…”
Section: Bidimensional Regression and Novel Applicationsmentioning
confidence: 99%
“…All 11 of the subjects were able to correctly reproduce the layout of the environment, as well as the correct landmark locations. However, we decided not to perform a quantitative analysis of map-drawing performance, because it seems difficult to identify the nature of a spatial representation with bidimensional regression coefficients or related measures (Waterman and Gordon, 1984;Spiers et al, 2001;Friedman and Kohler, 2003). Montello et al (2004) have argued that an accurate map can be drawn from a quantitatively scaled route representation.…”
Section: Behavioral Datamentioning
confidence: 99%