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21 Grams set out to chop itself up into "digital bits" so as to challenge viewers and keep them on the edge of their seat.

N-gram set is obtained by moving a window of n tokens length through an entire sentence.

The unique n-gram set includes two columns - the n-gram and the genome in which it is present.

This n-gram set represents all possible n-grams in the reference genome set that includes a number of distinct strains of the same genus and species.

On the other hand the common n-gram set includes four columns - the n-gram, frequency of its occurrence in the entire dataset, its weight assigned by the scoring function and the genomes in which it is present.

(b) A stores the resulting q-gram set in a Bloom filter bf i of length l using the k keyed hash functions with the key K. 3. A stores the resulting n a Bloom filters and a randomly generated unique ID number id a in a list BF a. 4. A removes any identifier in DB a, replacing them by id a. 5.

(b) B stores the resulting q-gram set in a Bloom filter bf j of length l using the k keyed hash functions with the key K. 7. B stores the resulting n b Bloom filters and a randomly generated unique ID number id b in a list BF b. 8. B removes any identifier in DB b, replacing them by id b. 9. B sends DB b to D. 10.

Table 3 Distribution of n-gram sizes, chosen by each feature selection method, for the two n-grams sets that consist of varying n-grams sizes.

For this we used three OpCode n-grams sets on which the three feature selection methods were applied with four top-selections (50, 100, 200 or 300): This option refers to the 6 OpCode n-grams sets that were used in the previous experiments, in which the n-grams in each set are of the same size (1, 2, 3, 4, 5 and 6).

The distribution of n-grams sizes for the two n-grams sets that consist of varying n-gram sizes is presented in Table 3. From the table we can see, as expected, that the DF feature selection method favors short n-grams which appear in a larger number of files.

The third party C observes the Bloom filters of the data holders, but the encoding of the names is irreversible since the data holders use one-way hash functions to store the q-gram sets in the Bloom filters.

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