A Ranking for the Vancouver 2010 Winter Olympic Games ... - UFF
A Ranking for the Vancouver 2010 Winter Olympic Games ... - UFF
A Ranking for the Vancouver 2010 Winter Olympic Games ... - UFF
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174<br />
Advanced Topics in Applied Operations Management<br />
are computed <strong>the</strong> comparison between <strong>the</strong> country in <strong>the</strong> row and <strong>the</strong> candidate in <strong>the</strong><br />
column. A score of 1 is signaling a pairwise victory <strong>for</strong> <strong>the</strong> country in <strong>the</strong> row over <strong>the</strong><br />
country in <strong>the</strong> column. If happens a draw, both, row and columns of <strong>the</strong> pairwise in <strong>the</strong><br />
matrix will get a score of 1.<br />
Here we showed an excerpt of <strong>the</strong> adjacency matrix of <strong>the</strong> Condocert Method.<br />
Table 17. Adjacency Matrix - Condocert Method.<br />
To calculate <strong>the</strong> Copeland <strong>Ranking</strong> it is necessary to compare each cell with its diagonal<br />
opposite. For each country in <strong>the</strong> row we do a subtraction between <strong>the</strong> sum of its pairwise<br />
victories (number of “1" in <strong>the</strong> row) and <strong>the</strong> sum of its losses (number of \1" in <strong>the</strong> column).<br />
These results are computed and a Copeland <strong>Ranking</strong> is established.<br />
In Table 18 we show <strong>the</strong> results of <strong>the</strong> method proposed in this work and o<strong>the</strong>rs types of<br />
rankings.