Elite-level sport is a highly demanding activity, requiring a long-term investment in an arduous process in order to optimize training and competition processes (Jäger and Schöllhorn, 2007). At this point, performance analysis emerges as a powerful research field, providing answers to scienjpgic questions and practical training issues (Hughes and Bartlett, 2002). Within this scope, match or notational analysis allows a comprehensive framework for analyzing the game, as long as it considers the dynamics concerning the interactions between game events (Hale, 2001). The interactions between the two opposing teams lead to the emergence of unique game patterns. This specificity is strongly related to the momentary conditions and critical events due to their inherent variability from condition to condition. Therefore, extrapolating the findings to other matches is not only difficult, but may also be misleading (Lames and McGarry, 2007). Nonetheless, there might be sequential patterns that are common to a diversified set of matches, levels and competitions, and research has been following this trend (Afonso and Mesquita, 2011; Eom and Schutz, 1992; Jäger and Schöllhorn, 2007; Newton and Aslam, 2009). As deterministic approaches are seldom applicable to sports, the concept of situational probabilities must be addressed in team sports (Ranyard and Charlton, 2006; Ward and Williams, 2003). Each game scenario presents distinct possibilities of evolution, but their probabilities of occurrence are not evenly distributed. Therefore, an accurate knowledge of situational probabilities allows performers to act based upon what the possibilities of action with the highest likelihood of happening are (Walter et al., 2007), economizing attentional resources (Eckstein et al., 2006; Williams, 2009). To unfold situational probabilities, or probable chains of actions, the uni- or bivariate statistical analysis should be surpassed, giving place to multivariate statistics (Lames and McGarry, 2007), since they are capable of grasping interactions between several variables. Indeed, notational analysis research tends to follow Thelen's (2005) recommendations, avoiding the establishment of simple cause-and-effect relationships and accepting the possibility of numerous interactions being non-linear (Hale, 2001). Among such statistics, match analysis has increasingly recurred to t-patterns (Magnusson, 2000), log-linear analysis (Eom and Schutz, 1992), Markov chains (Blanco et al., 2003; Bukiet et al., 1997; Lames and McGarry, 2007; Newton and Aslam, 2009), sequential lag analysis (Afonso et al., 2010), and multinomial logistic regression (Afonso and Mesquita, 2011). In volleyball, stable game patterns have been detected in several studies (Afonso and Mesquita, 2011; Afonso et al., 2011; Eom and Schutz, 1992; Marcelino et al., 2008) with a relatively deterministic structure due to its non-invasion character (Mesquita, 2005). This feature might augment the probability of association of certain variables, thus allowing research to detect nuclear determinants of the game derived from variables related to the sport's internal dynamics. Since team sports encompass dynamic processes of cooperation and opposition, characterized by the pursuit of the point and by the avoidance of the same goal being achieved by the opposite team (Lames and McGarry, 2007), the attack efficacy, namely in volleyball, emerges as the strongest predictor of the final result (Castro and Mesquita, 2008; Laios and Kountouris, 2004; Marcelino et al., 2008; Palao et al., 2005). At this ambit, it is of foremost importance to understand which game patterns afford the attaining of higher attack efficacies. Indeed, according to the literature, a great percentage of the attack efficacy relies on the quality of the setting action (Bergeles et al., 2009), which, in high-level volleyball, is performed by a specialist player, the setter. It is known that the quality of attack is mainly dependent on the zone where the setter performs the set (Afonso et al., 2010). For instance, quick and multiple attacks are more likely to be performed when the setter contacts the ball within the excellent zone (i.e., an area of 1-2 meters away from the net, and 2-3 meters from the right sideline) providing ideal conditions for the establishment of a good relationship between the attackers and the setter (Coleman, 2002). In turn, the setter's action is constrained by a number of factors that should be taken into account in a thorough analysis (Mesquita and Graça, 2002). Studies have shown that preceding actions, namely the features of the opponent serve and the first contact in reception and defence, could predetermine the setter's actions and, consequently, the attacker's efficacy (Barzouka et al., 2006; Papadimitriou et al., 2004). For instance, the tennis jump serve is known to impair performance in reception, thus conditioning the subsequent actions (Katsikadelli, 1998b; Stromsik et al., 2002) and being prevalent in high-level volleyball (Lirola, 2006). However, these studies have used bivariate statistics, which appear to be limited, oversimplifying the complex nature of team sports. Through the interplay analysis of the factors that might interfere with the action of setting, it may be possible to better comprehend the nature of the game, thus contributing with valuable information both for the practice and research (Afonso et al., 2010). In team sports, the analysis of interactions between game actions should be examined considering the game phase where they emerged, since its nature and configuration is determined for it. Particularly, in high-level men's volleyball, the complex I, or side-out, is considered a decisive phase of the game (Barzouka et al. , 2006; Palao et al., 2007). This game complex comprises the actions of serve-reception, set, and attack, always following a serve from the opponent (Selinger and Ackermann-Blount, 1986), and encompassing a specific logic of attack organization, distinct from that of other game complexes, such as complex II or transition. A hallmark of complex I is the strong relationship established between the opponent's serve and the quality of the reception influencing the space where the set is performed. Since the setting zone is highly determinant of the attack efficacy, and being limited by the nature and quality of the serve-reception and opponent serve it becomes relevant to analyze possible game actions related to these factors (Afonso et al., 2005; Mesquita et al., 2007; Palao et al., 2005). Therefore, the purpose of this study was to examine probabilistic relationships that might predict the setting zone, in the complex I in elite-level men's volleyball. This will allow perceiving what the precedent game actions that emerge as determinants of the setting zone are, offering new insights to volleyball match analysis as well as to the practice field. |