Exact(8)
If the sum rate secrecy constraint is satisfied, that is, (A.8).
Hence, it is sufficient to check whether coding scheme presented satisfies the sum rate secrecy constraint.
For that purpose, it is sufficient to consider the sum rate secrecy condition: (E.16).
The results show that a higher percentage of firms in all size classes rate secrecy as more valuable than patents.
As shown previously in Lemma 11 of Appendix, checking the sum rate secrecy condition is sufficient: (D.8).
Hence, we check whether the the sum rate secrecy constraint is satisfied by the proposed encoding strategy.
Similar(52)
Directed by Peter Galison and Robb Moss 1 hour 20 minutes; not rated "Secrecy" prowls through the labyrinth of information suppression and, as might be expected in so murky a milieu, winds up a little lost.
However, ordered logit regressions show that the probability that a firm rates secrecy as more valuable than patents declines with an increase in firm size for product innovations, while there is no relationship for process innovations.
We compare the three optimization schemes (sum-secrecy-rate optimal (SSRO), even power allocation (EPA), and NBS) and evaluate the four parameters: network sum-secrecy-rate, individual achievable secrecy rate, Jain's fairness index (JFI) of the secrecy rate and the JFI of the allocated power [20].
As long as it's merely setting interest rates, its secrecy and political independence can be justified.
Its basic idea is to establish the tradeoff between the secrecy rate and the multicast rate by maximizing the secrecy rate while ensuring the multicast rate above a given threshold.
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