P-3 Sample Clauses

P-3. The output of every decoding function is a common packet x. This packet is the group key. P-4. There is zero mutual information between x and the outputs of the encoding functions fi1 (·), . . . , fim (·). the two examples of Section II. The master keys {ki}21 have If for all , client evaluates and transmits , been replaced by packets 21 i=1 j ∈ [1, m] xxx fij (·) { } pi i=1 with the same indices for consistency with the notation used in the CCDE literature. Observe that only those packets shared by at least two clients are listed in these figures. This is because any packet possessed by only one of the clients in a group does not contribute to the CCDE solution in an interesting way (i.e., that packet must simply be broadcasted to the other group members so that the difference between k and M does not change). A total of k = 6 packets have been distributed among the clients in Fig. 3(a). Using the tools of [14], it can be shown that these M = 4 transmissions define an optimal CCDE solution:
Sample 1
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