Each winter, American college football becomes the center of debate in the sporting world. Coaches, pundits and casual fans alike argue over topics such as which teams are the best in the nation or who is going to win major game. While different official outlets generate top-25 rankings that are used to determine which teams get into the college football playoffs, these are hardly controversy-free. In this talk, we will discuss the opportunities and challenges of predicting college football games and examine five models used to estimate the ability of NCAA football teams. Pythagorean wins and random forests seek to make predictions for future games based on comparisons of prior box-score results. Bradley-Terry and eigenvector methods consid...
Since 1940 the National Collegiate Athletic Association (NCAA) has held an annual competition pittin...
Every year, people across the United States predict how the field of 65 teams will play in the Divis...
Abstract. This paper proposes a multiple-membership generalized linear mixed model for ranking colle...
American college football faces a conflict created by the desire to stage national championship game...
With the advent of the Bowl Championship Series (BCS) much emphasis has been placed on ranking teams...
This paper begins with a thorough review of previous quantitative literature dedicated to the develo...
American college football faces a conflict created by the desire to stage national championship game...
The world of college football has the unique challenge of picking the best teams in the football cha...
This paper proposes and compares a set of models of college football team performance for teams in m...
We introduce a penalized maximum likelihood approach for ranking all NCAA Division 1-A college footb...
The use of mathematical methods to develop rankings of sports teams is certainly not a new idea. See...
This paper addresses David Mease\u27s formula for ranking college football teams. It is just one of ...
In college football the BCS (Bowl Championship Series) attempts to leverage both human experts and c...
This research project looks to create a better system to rank college football teams in playoff cont...
This article describes a new strategy for objectively quantifying the performance exhibited by each ...
Since 1940 the National Collegiate Athletic Association (NCAA) has held an annual competition pittin...
Every year, people across the United States predict how the field of 65 teams will play in the Divis...
Abstract. This paper proposes a multiple-membership generalized linear mixed model for ranking colle...
American college football faces a conflict created by the desire to stage national championship game...
With the advent of the Bowl Championship Series (BCS) much emphasis has been placed on ranking teams...
This paper begins with a thorough review of previous quantitative literature dedicated to the develo...
American college football faces a conflict created by the desire to stage national championship game...
The world of college football has the unique challenge of picking the best teams in the football cha...
This paper proposes and compares a set of models of college football team performance for teams in m...
We introduce a penalized maximum likelihood approach for ranking all NCAA Division 1-A college footb...
The use of mathematical methods to develop rankings of sports teams is certainly not a new idea. See...
This paper addresses David Mease\u27s formula for ranking college football teams. It is just one of ...
In college football the BCS (Bowl Championship Series) attempts to leverage both human experts and c...
This research project looks to create a better system to rank college football teams in playoff cont...
This article describes a new strategy for objectively quantifying the performance exhibited by each ...
Since 1940 the National Collegiate Athletic Association (NCAA) has held an annual competition pittin...
Every year, people across the United States predict how the field of 65 teams will play in the Divis...
Abstract. This paper proposes a multiple-membership generalized linear mixed model for ranking colle...