This work is co-authored with Madeline Gall.

While scouting for some sports is straightforward (college football → NFL), scouting for the NHL can be a more arduous process. With players from over 45+ international ice hockey leagues, each with its own regulations and difficulties, how can one adequately assess the quality of a player’s performance? Comparisons between leagues are not easily made; 18 points for an eighteen year old playing against other eighteen year olds in a minor league should not be attributed the same value as 18 points for an eighteen year old playing against veterans in the NHL. 

There have been other attempts to account for this, including player translation variables, like that of Rob Vollman’s hockey translation factors, and Gabriel Desjardin’s NHL Equivalency Ratings (NHLe). Desjardin’s NHLe previously tackled the issue of comparing and predicting player performance for League-to-NHL transitions (moving from another league into the NHL). It was great for a quick, general comparison and certainly has its advantages (easy and quick to calculate), but there are some drawbacks to its method. For starters, it didn’t necessarily control for team quality, position, and age. Translation factors are calculated using statistics from players who have played at least 20 games in the given league before playing at least 20 in the NHL. That means there’s a lot of valuable data about these in-between transitions that aren’t being used. 

In this project, we introduce a new method for comparing and projecting player performance across leagues using an adjusted z-score metric that would account for these drawbacks. This metric controls for factors such as age, league, season, and position that affect a player’s P/PG metric, and could be applied to any league of interest. This new metric is necessary as there are many characteristics that vary from league to league. Due to the different playing styles and opponent difficulty, there is not one consistent metric to make comparable evaluations of player performance for hockey leagues around the world. Other factors such as goalie strength, penalty rates, and rink dimensions are also inconsistent across international leagues. Scenarios could occur in which players of similar strength could appear to have seemingly different performances.