COMPUTATIONAL SOCIAL SCIENCE SEMINAR – DRAFTING AGENT-BASED MODELING INTO BASKETBALL ANALYTICS – OLDHAM

When:
February 9, 2018 @ 3:00 pm – 4:30 pm
2018-02-09T15:00:00-05:00
2018-02-09T16:30:00-05:00
Where:
Center for Social Complexity Suite 3rd Floor, Research Hall, Fairfax Campus
Cost:
Free
Contact:
Karen Underwood
7039939298

COMPUTATIONAL SOCIAL SCIENCE FRIDAY SEMINAR

Matthew Oldham, CSS PhD Student
Department of Computational and Data Sciences
George Mason University

DRAFTING AGENT-BASED MODELING INTO BASKETBALL ANALYTICS

Friday, February 9 – 3:00 p.m.
Center for Social Complexity Suite
3rd Floor, Research Hall

 

 

ABSTRACT:  Sports analytics (SA) has experienced a meteoritic rise in recent years, with the trend forecast to continue. Modor Intelligence reports that the market was valued at USD 83.56 million in 2015, and is forecast to grow to USD 447.23 million by 2020. at the market was valued at USD 83.56 million in 2015, and is forecast to grow to USD 447.23 million by 2020.

The growth of sports analytics has raised a rich variety of research topics pertaining to basketball, including: how at the macro level the distribution of scoring activity is a mixture of random walk processes and power-law behavior (Gabel & Redner, 2012), and, at the individual level, the question of whether players develop hot-hands and how the player and their teammates react to its possible existence. While the erroneous belief regarding hot-hands was first identified by Gilovich, Vallone & Tversky (1985) it has remained an active field of research (Bar-Eli, Avugos, & Raab, 2006).

Agent-based modeling (ABM) has great potential to assist and inform those engaged in sports analytics but to date it has not been utilized. The advantage of ABM is that it allows researchers to assess, in a silicon laboratory, the micro-level interactions that give rise to verifiable macro outcomes. This is achieved through heterogeneous agents adapting and making decisions based on their environment, including considering spatial, temporal factors and interactions with other agents.

To support the use of ABM in sports analytics, I will present a 3-dimensional model of a basketball game, where the fundamentals of play including player and court positions, a shot clock, and shooting performance are all included. Additionally, player behavior in deciding whether to shoot, pass or dribble is partially predicated on assessing the length of a player’s shooting streak (designed to test the hot-hand effect), and the consideration they give to any streak, plus their franchise status, a feature identified in Burns (2004). The probabilistic nature of the model allows for insights into the dynamics of scoring actions following a random walk. The model captures extensive data which was used to calibrate and validate it against comparable statistics from the National Basketball Association (NBA).