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@ -447,8 +447,9 @@ Expanding the combination in equation \ref{eqn:correctedccps}
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\end{equation}
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\end{equation}
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The equation \ref{eqn:correctedccps2} is now useful for an automated tool that
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The equation \ref{eqn:correctedccps2} is now useful for an automated tool that
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would verify that a `N' simultaneous failures model had been completly covered
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would verify that a `N' simultaneous failures model had been completly covered.
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by knowing how many test case should be covered.
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By knowing how many test case should be covered, and checking the cardinality
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associated with the test cases complete coverage could be confirmed.
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%$$ \#\mathcal{P}_{cc} S = \sum^{k}_{1..cc} \big[ \frac{\#S!}{k!(\#S-k)!} - \sum_{j} (\#C_{j} \choose cc \big] $$
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%$$ \#\mathcal{P}_{cc} S = \sum^{k}_{1..cc} \big[ \frac{\#S!}{k!(\#S-k)!} - \sum_{j} (\#C_{j} \choose cc \big] $$
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