The McBASC score at position [i,j] has been computed with a formula which was initially proposed by Valencia and coworkers(1) as follow :
$${McBASC(i,j)} = \frac{1}{N^2\sigma(i)\sigma(j)} \sum_{k,l}^{ } (SC_{k,l}(i)-SC(i))(SC_{k,l}(j)-SC(j))$$
where :
\(SC_{k,l}(i)\) is the score for the amino acid pair present in sequences k and l at position i
\(SC_{k,l}(j)\) is the score for the amino acid pair present in sequences k and l at position j
\(SC(i)\) is the average of all the scores \(SC_{k,l}(i)\)
\(SC(j)\) is the average of all the scores \(SC_{k,l}(j)\)
\(\sigma(i)\) is the standard deviation of all the scores \(SC_{k,l}(i)\)
\(\sigma(j)\) is the standard deviation of all the scores \(SC_{k,l}(j)\)