Beware of Validation by Eye: Visual Validation of Linear Trends in Scatterplots
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Abstract (arXiv)
Visual validation of regression models in scatterplots is a common practice for assessing model quality, yet its efficacy remains unquantified. We conducted two empirical experiments to investigate individuals' ability to visually validate linear regression models (linear trends) and to examine the impact of common visualization designs on validation quality. The first experiment showed that the level of accuracy for visual estimation of slope (i.e., fitting a line to data) is higher than for visual validation of slope (i.e., accepting a shown line). Notably, we found bias toward slopes that are "too steep" in both cases. This lead to novel insights that participants naturally assessed regression with orthogonal distances between the points and the line (i.e., ODR regression) rather than the common vertical distances (OLS regression). In the second experiment, we investigated whether incorporating common designs for regression visualization (error lines, bounding boxes, and confidence intervals) would improve visual validation. Even though error lines reduced validation bias, results failed to show the desired improvements in accuracy for any design. Overall, our findings suggest caution in using visual model validation for linear trends in scatterplots.
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References · 8
- 2022The State of the Art in Enhancing Trust in Machine Learning Models with the Use of Visualizationscited by 29
- 2022Seeing What You Believe or Believing What You See? Belief Biases Correlation Estimationcited by 5
- 2021To design interfaces for exploratory data analysis, we need theories of graphical inferencecited by 4
- 2021The Weighted Average Illusion: Biases in Perceived Mean Position in Scatterplotscited by 2
- 2022How Do We Measure Trust in Visual Data Communication?cited by 2
- 2023Fitting Bell Curves to Data Distributions using Visualizationcited by 2
- 2023Visual Validation versus Visual Estimation: A Study on the Average Value in Scatterplotscited by 2
- 2023Average Estimates in Line Graphs Are Biased Toward Areas of Higher Variabilitycited by 1
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