Guidelines
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Use a scatterplot instead of parallel coordinates for bivariate correlation judgments

For bivariate correlation analysis, use the scatterplot chart family over parallel coordinates on paired quantitative variables to improve fidelity and address slower, less accurate association judgments for readers estimating direction and strength of correlation.

  • purpose:select
  • basis:empirical
  • task:relate
  • chart:scatter:use
  • chart:parallel:avoid
  • data:quantitative
  • quality:fidelity:use
  • lever:chart-family
  • operator:association

advice

Switch the chart family

Choose a scatterplot instead of parallel coordinates when the chart’s job is to let readers judge the direction and strength of correlation between two quantitative variables. For example, map the two variables to x and y position in a point plot rather than to two parallel axes connected by line segments when readers must decide whether the relationship is negative, zero, or positive.

reason

Why the scatterplot works better here

Correlation judgment depends on reading a bivariate pattern quickly enough to estimate both direction and strength. The scatterplot preserves that pattern in a form readers judged more accurately and more quickly than the parallel-coordinates alternative.

Mechanism: Positioning points on x and y axes supports direct reading of association between two quantitative variables, while the parallel-coordinates alternative makes the same relationship harder to judge efficiently in this task.

Evidence: In the collated extraction, the scatterplot ranked above the parallel coordinates plot for the correlate task on both accuracy and time, with significant differences reported for each metric (Zeng & Battle, 2023; Li et al., 2010).

context

Use when these conditions are all true

  • User Goal: Judge the direction and strength of association between two variables.
  • Task: Correlate.
  • Data: One paired set of two quantitative variables.
  • Chart Setting: You are choosing the primary chart form for a single bivariate view.
  • Audience: Readers need to classify the relationship as weaker or stronger, and as negative, zero, or positive.
  • Success Criterion: More accurate and faster correlation judgments.

exceptions

Do not use when these conditions are true

Break it when: The chart is not being used for a single bivariate correlation judgment, or the task is something other than judging correlation. Why: The evidence only compares scatterplots and parallel coordinates for the correlate task on one pair of quantitative variables.

costs

Tradeoffs of this choice

Sacrifice: You give up the parallel-coordinates view as the primary display for this correlation judgment. Risk: If you apply the rule outside a single bivariate correlation-reading task, you may replace a view chosen for other analytic reasons. Mitigation: Limit the switch to the specific view whose main job is judging one correlation.

mistakes

Common failure mode

Mistake: Keeping a parallel-coordinates plot as the main chart for judging one pair’s correlation because both charts can encode the same two variables. Why it fails: The parallel-coordinates option produced slower and less accurate judgments in the compared correlate task.

check

How to check the decision

Failure Sign: Reviewers hesitate, disagree, or take longer when estimating whether the relationship is negative, zero, or positive. Quick Check: Render the same two variables as both a scatterplot and a parallel-coordinates plot, then ask reviewers to judge direction and rough strength; prefer the version that yields faster and more consistent answers. Stronger Test: Time a small review in which readers rate each version on a five-level scale from strong negative to strong positive, then compare completion time and agreement.

fix

What to change

  • Replot the same two quantitative variables as a scatterplot with one variable on x and the other on y.
  • Use the scatterplot as the primary view for the correlation judgment instead of the parallel-coordinates plot.
  • If the parallel-coordinates plot must remain for another purpose, add a scatterplot for the specific variable pair readers need to judge.

References

Li, J., Martens, J.-B., & van Wijk, J. J. (2010). Judging Correlation from Scatterplots and Parallel Coordinate Plots. Information Visualization, 9(1), 13–30. https://doi.org/10.1057/ivs.2008.13
Zeng, Z., & Battle, L. (2023). A Review and Collation of Graphical Perception Knowledge for Visualization Recommendation. Proceedings of the 2023 CHI Conference on Human Factors in Computing Systems, 1–16. https://doi.org/10.1145/3544548.3581349