2016
DOI: 10.1123/ijspp.2015-0142
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Differences in Pedaling Technique in Cycling: A Cluster Analysis

Abstract: The purpose of this study was to employ cluster analysis to assess if cyclists would opt for different strategies in terms of neuromuscular patterns when pedalling at the power output of their second ventilatory threshold (POVT2) compared to cycling at their maximal power output (POMAX). Twenty athletes performed an incremental cycling test to determine their power output (POMAX and POVT2; first session) and pedal forces, muscle activation, muscle-tendon unit length, and vastus lateralis architecture (fascicle… Show more

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Cited by 3 publications
(2 citation statements)
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“…To collect kinematic athletes' clearance data, twenty markers were attached to the body of each participant for digitization. Body markers, using the Hanavan model modified by De Leva (1996), were digitized using the video-based data analysis system SkillSpector ® 1.3.2 [Odense SØ -Denmark], (Bini, Jacques, Lanferdini, & Vaz, 2015;Lanferdini et al, 2016;Mkaouer, 2018;Mkaouer, Chaabene, Amara, Negra, & Jemni, 2018;Mkaouer, Jemni, Amara, Chaabène, & Tabka, 2013). Similarly, the body segments' COM was computed using the Hanavan model modified by De Leva (1996).…”
Section: Methodsmentioning
confidence: 99%
“…To collect kinematic athletes' clearance data, twenty markers were attached to the body of each participant for digitization. Body markers, using the Hanavan model modified by De Leva (1996), were digitized using the video-based data analysis system SkillSpector ® 1.3.2 [Odense SØ -Denmark], (Bini, Jacques, Lanferdini, & Vaz, 2015;Lanferdini et al, 2016;Mkaouer, 2018;Mkaouer, Chaabene, Amara, Negra, & Jemni, 2018;Mkaouer, Jemni, Amara, Chaabène, & Tabka, 2013). Similarly, the body segments' COM was computed using the Hanavan model modified by De Leva (1996).…”
Section: Methodsmentioning
confidence: 99%
“…Commonly used measures are similarity and dissimilarity measures, which quantitatively describe the degree of similarity or dissimilarity between two data objects or clusters. Or the greater the similarity between clusters, the smaller the dissimilarity; conversely, the smaller the similarity, the greater the dissimilarity [17,18]. However, most existing clustering algorithms often use dissimilarity to represent the similarity measure and use it as a measure of computing data objects.…”
Section: Metrics and Criterion Functions In Clustermentioning
confidence: 99%