Universal Strongly Secure Network Coding with Dependent and Non-Uniform Messages

Computer Science – Information Theory

Scientific paper

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7 pages, 1 figure, IEEEtrans.cls, submitted to IEEE/ACM Transactions on Networking. Ver 2 corrects computation errors in the n

Scientific paper

We construct a secure network coding that is strongly secure in the sense of Harada and Yamamoto and universal secure in the sense of Silva and Kschischang, while allowing arbitrary small but nonzero mutual information to the eavesdropper. Our secure network coding allows statistically dependent and non-uniform multiple secret messages, while all previous constructions of weakly or strongly secure network coding assumed independent and uniform messages, which is difficult to be ensured in practice.

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