Table 2 The probability of occurrence of five mutation types in the first round and the second round depending on the status of the feedback from the DUT
Mutation type number | Original possibility | First round test result (occurrence) | Adjusted Weight | Possibility after adjusted weight |
|---|---|---|---|---|
1 | \(\frac {1}{49}\) | Status 1 : 13 times Status 2 : 28 times Status 3 : 1 time | 218 | \(\frac {218}{514+j}\) |
2 | \(\frac {1}{49}\) | Status 1 : 66 times Status 3 : 5 times | 81 | \(\frac {81}{514+j}\) |
3 | \(\frac {1}{49}\) | Status 3 : 19 times | 57 | \(\frac {57}{514+j}\) |
4 | \(\frac {1}{49}\) | Status 1 : 1 time Status 2 : 16 times Status 3 : 10 times | 143 | \(\frac {143}{514+j}\) |
5 | \(\frac {1}{49}\) | Status 3 : 5 times | 15 | \(\frac {15}{514+j}\) |
…… | …… | …… | …… | …… |