On discretising continuous data for subgroup analysis in baseball pitching and alternative analytical methodologies

There is a plethora of research attempting to contrast high- and low-velocity pitchers to identify traits to target for increasing velocity. However, pitch velocity exists on a continuum. Therefore, our purpose is to display the analytical discrepancies between creating velocity subgroups and leavin...

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Bibliographic Details
Published inSports biomechanics pp. 1 - 12
Main Authors Giordano, Kevin A, Wasserberger, Kyle W
Format Journal Article
LanguageEnglish
Published England 09.07.2024
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Summary:There is a plethora of research attempting to contrast high- and low-velocity pitchers to identify traits to target for increasing velocity. However, pitch velocity exists on a continuum. Therefore, our purpose is to display the analytical discrepancies between creating velocity subgroups and leaving velocity as a continuous variable by examining the influence of ball velocity on elbow valgus torque. Motion capture data for 1315 actively competing pitchers were retrospectively extracted from a private database. We compared three analytic methods: (1) linear regression of valgus torque on ball velocity, (2) t-test between low- and high-velocity groups formed by a median split, and (3) t-test between very low- and very high-velocity groups formed by upper and lower velocity quartiles. Linear regression indicates ball velocity influenced valgus torque (  < 0.001, R  = 0.280). Median splitting reduced the predictability of ball velocity on valgus torque (  < 0.001, R  = 0.180). Conversely, extreme group splitting artificially inflated the effect size (  < 0.001, R  = 0.347). We recommend sports biomechanics researchers not discretise a continuous variable to form subgroups for analysis because (1) it distorts the relationship between the variables of interest and (2) a regression equation can be used to estimate the dependent variable at any value of the independent variable, not just the group means.
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ISSN:1476-3141
1752-6116
1752-6116
DOI:10.1080/14763141.2024.2377219