How People Understand Risk Matrices, and How Matrix Design Can Improve their Use: Findings from Randomized Controlled Studies

How can we make risk matrices marginally more interpretable?

This study ran two experiments by changing the structure.

I’ve skipped heaps due to laziness.

PS. Check out my YouTube channel: https://www.youtube.com/@safe_as_pod

Extracts:

·        They discuss the use of logarithmically increasing RM categories, which allows a comparison between risks that span several orders of magnitude

·        But, even expert audiences struggle with log scales, with one survey study showing professional ecologists struggled with graphs using log-scales compared to linear, and among engineering students

·        They discuss the value of geometric scales, where values increase in geometric values, e.g. 1, 5, 25, 125, 625 – noting it may aid interpretation

·        Cell shape is also implicated in comprehension, where the spacing/tick marks help people understand plots with log axes

·        E.g. cells to the top-right of the matrix are physically larger than those to the bottom-left, indicating a difference in scale

·        They found that “there are changes to the standard format of qualitative and semiqualitative risk matrices (rectangular cells, linear scale labeling, use of a key) that may help them to communicate risk more effectively”

·        Image 2 shows a combination of the potential recommendations

·        “the primary recommendation for an improved risk presentation format is the use of ordinal, explicitly nonlinear scale labels for matrices with an exponential or otherwise nonlinear increase in likelihood and/or impact along the axes”

·        “These types of scales represent the nonlinear change from one cell to another by increasing in a suitable geometric progression”

·        “Evidence … also suggests a possible benefit of a “logarithmic” format with increasing spacing between lines, although it should be emphasized that this may not be true for people who are already familiar with risk matrices”

·        “It may be worth considering integratingcany information currently in a key onto the matrix,cwhere this is graphically reasonable”

·        “Some of these changes (logarithmic matrix; integrated information) may not be subjectively preferred by users on first experience despite their benefits, but opinions are likely to improve swiftly with familiarity”

·        “In this pair of online experiments (total n = 2699), we show that risk matrices are not always superior to text for the presentation of risk information, and that a nonlinear/geometric labelling scheme helps matrix comprehension (when the likelihood/impact scales are nonlinear)”

Study: https://doi.org/10.1111/risa.13822

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