Ideally, a ranking method for a sports tournament will be not only fair and comprehensive, but it will also possess strong predictive power. In a recent article, the (1 , α) method was proposed as being fair and comprehensive in comparison with five other popular sports ranking methods. In this study, we will compare the predictive power of the (1 , α) method against five popular sports ranking methods (Win-loss, Massey, Colley, Markov, and Elo) for the NFL, NBA, and NHL in the last two decades. We use regular season results to obtain the ranking vector, and then evaluate said ranking vector on its ability to predict playoff results using both a frequency count and McNemar’s test of statistical significance.</p
Ranking is an important mathematical process in a variety of contexts such as information retrieval,...
Ranking is an important mathematical process in a variety of contexts such as information retrieval,...
This paper introduces the integration of nonuniform weighting for sports ranking. While the ideas of...
Ideally, a ranking method for a sports tournament will be not only fair and comprehensive, but it wi...
Ideally, a ranking method for a sports tournament will be not only fair and comprehensive, but it wi...
Ideally, a ranking method for a sports tournament will be not only fair and comprehensive, but it wi...
Ideally, the ranking of sports teams should incorporate information (comprehensiveness) obtained fro...
Ideally, the ranking of sports teams should incorporate information (comprehensiveness) obtained fro...
Ideally, the ranking of sports teams should incorporate information (comprehensiveness) obtained fro...
Ideally, the ranking of sports teams should incorporate information (comprehensiveness) obtained fro...
Sports rankings are a widely debated topic among sports fanatics and analysts. Many techniques for s...
This paper uses the difference in seeding ranks to predict the outcome of March Madness games. It up...
Ideally, the ranking of sports teams should incorporate information (comprehensiveness) obtained fro...
Ideally, the ranking of sports teams should incorporate information (comprehensiveness) obtained fro...
Ranking is an important mathematical process in a variety of contexts such as information retrieval,...
Ranking is an important mathematical process in a variety of contexts such as information retrieval,...
Ranking is an important mathematical process in a variety of contexts such as information retrieval,...
This paper introduces the integration of nonuniform weighting for sports ranking. While the ideas of...
Ideally, a ranking method for a sports tournament will be not only fair and comprehensive, but it wi...
Ideally, a ranking method for a sports tournament will be not only fair and comprehensive, but it wi...
Ideally, a ranking method for a sports tournament will be not only fair and comprehensive, but it wi...
Ideally, the ranking of sports teams should incorporate information (comprehensiveness) obtained fro...
Ideally, the ranking of sports teams should incorporate information (comprehensiveness) obtained fro...
Ideally, the ranking of sports teams should incorporate information (comprehensiveness) obtained fro...
Ideally, the ranking of sports teams should incorporate information (comprehensiveness) obtained fro...
Sports rankings are a widely debated topic among sports fanatics and analysts. Many techniques for s...
This paper uses the difference in seeding ranks to predict the outcome of March Madness games. It up...
Ideally, the ranking of sports teams should incorporate information (comprehensiveness) obtained fro...
Ideally, the ranking of sports teams should incorporate information (comprehensiveness) obtained fro...
Ranking is an important mathematical process in a variety of contexts such as information retrieval,...
Ranking is an important mathematical process in a variety of contexts such as information retrieval,...
Ranking is an important mathematical process in a variety of contexts such as information retrieval,...
This paper introduces the integration of nonuniform weighting for sports ranking. While the ideas of...