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The Colley Matrix is a computer-generated sports rating system designed by Dr. Wesley Colley. It is one of more than 40 polls, rankings, and formulas recognized by the NCAA in its list of national champion selectors in college football .
This reflects Colley's view that the object of football is winning the game, not winning by a large margin. Fourth, there is no ad hoc weighting of opponents' winning percentage and opponents' opponents' winning percentage, etc., ad infinitum (no random choices of 1/3 of this + 2/3 of that, for example). In this method, very simple statistical ...
For example, if C defeats A, then an intransitive relation is established (A > B > C > A) and a ranking violation will occur if this is the only data available. Scenarios such as this happen fairly regularly in sports—for example, in the 2005 NCAA Division I-A football season , Penn State beat Ohio State , Ohio State beat Michigan , and ...
A national championship in the highest level of college football in the United States, currently the NCAA Division I Football Bowl Subdivision (FBS), is a designation awarded annually by various organizations to their selection of the best college football team.
Following that game, on January 9, [7] UCF was ranked No. 1 in the final Colley Matrix, [8] a mathematical ranking designated by the NCAA as a major selector of championships and listed in the NCAA football records book. [9] UCF also received four first place votes in the final AP Poll. [10]
The Colley Matrix, an NCAA-designated major selector, chose OSU as national champions. [1] [2] Schedule. Date Time Opponent Rank Site TV Result Attendance; September 3:
The now 39-year-old Colley is the granddaughter of Nathaniel Colley, a Sacramento attorney who helped desegregate housing locally by suing over the New Helvetia public housing project in 1952.
N 2 chart example. [1] The N 2 chart or N 2 diagram (pronounced "en-two" or "en-squared") is a chart or diagram in the shape of a matrix, representing functional or physical interfaces between system elements. It is used to systematically identify, define, tabulate, design, and analyze functional and physical interfaces.