2020
DOI: 10.3389/fphys.2020.01034
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Does an Optimal Relationship Between Injury Risk and Workload Represented by the “Sweet Spot” Really Exist? An Example From Elite French Soccer Players and Pentathletes

Abstract: Objective To examine the relationships between the occurrence and severity of injuries using three workload ratios (ACWR, EWMA, REDI) in elite female soccer players and international male and female pentathletes. Materials and Methods Female soccer players in the U16 to U18 national French teams ( n = 24) and international athletes ( n = 12, 4 women and 8 men) in the French modern pentathlon team were monitored throu… Show more

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Cited by 8 publications
(2 citation statements)
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“…Although it had better RMSE under the Exponential Decay scenario than the rolling average, it erroneously estimated that higher internal training loads decreased injury risk (inverse relationship), when it was actually the opposite (ie, higher training load increased injury risk). REDI has previously been compared on observed training load values where the true relationship between training load and injury was unknown, 35 and it was recommended for its ability to handle missing data. 16 We believe that using imputation methods is more suitable for longitudinal data, 33 and in such cases, the advantage of specifying weights on missing observations is no longer applicable.…”
Section: Discussionmentioning
confidence: 99%
“…Although it had better RMSE under the Exponential Decay scenario than the rolling average, it erroneously estimated that higher internal training loads decreased injury risk (inverse relationship), when it was actually the opposite (ie, higher training load increased injury risk). REDI has previously been compared on observed training load values where the true relationship between training load and injury was unknown, 35 and it was recommended for its ability to handle missing data. 16 We believe that using imputation methods is more suitable for longitudinal data, 33 and in such cases, the advantage of specifying weights on missing observations is no longer applicable.…”
Section: Discussionmentioning
confidence: 99%
“…However, association should not be confused with causation (Stovitz et al, 2019). Recent research has questioned the validity of using the ACWR to predict injury risk (Fanchini et al, 2018;Enright et al, 2020;Impellizzeri et al, 2020a;Sedeaud et al, 2020;West et al, 2020) and called for a reframing of the conceptual model behind the ACWR (Impellizzeri et al, 2020b;Kalkhoven et al, 2021).…”
Section: Introductionmentioning
confidence: 99%