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For those who don't know what MMA Math is, it is simply a version of an actual mathematical property called the "transitive property"
If a > b and b > c, then a > c (see http://www.mathwords.com/t/transitive_property_inequalities.htm)
In math the above statement is always true. In sports the rule is useful for making rankings, and determining who should be favored head-to-head, but is of course no guarantee of outcome; competitor A often loses to competitor C, a "violation" of the rule.
In practice it applies better to team sports because in individual sports, a bad day or the styles of the individuals involved can cause greater variation than you generally have in teams. Even so, the "rule" is violated countless times in team sports as well.
If a > b and b > c, then a > c (see http://www.mathwords.com/t/transitive_property_inequalities.htm)
In math the above statement is always true. In sports the rule is useful for making rankings, and determining who should be favored head-to-head, but is of course no guarantee of outcome; competitor A often loses to competitor C, a "violation" of the rule.
In practice it applies better to team sports because in individual sports, a bad day or the styles of the individuals involved can cause greater variation than you generally have in teams. Even so, the "rule" is violated countless times in team sports as well.