2018
DOI: 10.1080/24748668.2018.1553094
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The need for weighting indirect connections between game variables: Social Network Analysis and eigenvector centrality applied to high-level men’s volleyball

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Cited by 25 publications
(35 citation statements)
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“…actions in the flow of the game (Wäsche et al, 2017). Eigenvector Centrality weight both direct and indirect connections between nodes (Laporta et al, 2018a;2018b). The current study aimed to create a more refined instrument for studying the attack in volleyball.…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…actions in the flow of the game (Wäsche et al, 2017). Eigenvector Centrality weight both direct and indirect connections between nodes (Laporta et al, 2018a;2018b). The current study aimed to create a more refined instrument for studying the attack in volleyball.…”
Section: Discussionmentioning
confidence: 99%
“…Thus far, the most common measure has been degree centrality (e.g., Gama et al, 2014;McLean, Salmon, Gorman, Stevens, & Solomon, 2018), which calculates the number of direct connections between nodes (Borgatti, 2005). However, recent research in volleyball (Laporta, Afonso, and Mesquita, 2018a;2018b;Laporta, Afonso, Valongo, and Mesquita, 2019) has applied Eigenvector Centrality, which considers the value of a node as the weighted sum of both direct and indirect connections (Bonacich, 2007). Moreover, such studies have begun to consider game actions, and not only players, as nodes (e.g., Hurst et al, 2016;Laporta et al, 2019).…”
Section: Introductionmentioning
confidence: 99%
“…Although the most widely used measure in SNA is Degree Centrality (Gama et al, 2014;McLean, Salmon, Gorman, Stevens, & Solomon, 2018), Eigenvector Centrality has the advantage of also weighting direct connections based on their indirect connections (Bonacich, 2007). Moreover, while it is common for studies using MA to centre SNA around the behaviours of individual players (Ribeiro, Silva, Duarte, Davids, & Garganta, 2017), it is possible to apply the same tools to analyse relationships between game actions, sequences, and game complexes, as has been successfully implemented in volleyball (Hurst et al, 2016;Laporta, 2018aLaporta, , 2018bLaporta, , 2019, and thus providing a thorough understanding of the game dynamics (Passos, Davids, Araújo, Paz, Minguéns, & Mendes, 2011).…”
Section: Discussionmentioning
confidence: 99%
“…Several interesting studies have applied SNA in different sports ( Clemente et al, 2015 ; Dey et al, 2017 ; Praça et al, 2019 ) and to answer different problems ( Fewell et al, 2012 ; Ribeiro et al, 2019 ; Sasaki et al, 2017 ). In recent years, our research team has applied SNA to high-level volleyball ( Hurst et al, 2016 ; Laporta et al, 2018a , 2018b , 2019 ; Loureiro et al, 2017 ). For example, Hurst et al (2016) and Loureiro et al (2017) analysed the interaction of game actions belonging to side-out, side-out transition and transition (KI, KII and KIII) using eigenvector centrality, while Hurst et al (2017) used similar methodology to analyse attack coverage and freeball (KIV and KV).…”
Section: Introductionmentioning
confidence: 99%
“…For example, Hurst et al (2016) and Loureiro et al (2017) analysed the interaction of game actions belonging to side-out, side-out transition and transition (KI, KII and KIII) using eigenvector centrality, while Hurst et al (2017) used similar methodology to analyse attack coverage and freeball (KIV and KV). More recently, Laporta et al ( 2018a , 2018b ) analysed all game complexes in an interconnected manner and weighting both direct and indirect connections. This body of research has provided proof of concept of the usefulness of SNA when applied to understand game dynamics in volleyball, as well as delivered relevant information such as the predominance of off-system playing (i.e., most setting and attacking actions occur under non-ideal conditions).…”
Section: Introductionmentioning
confidence: 99%