Apr 10, 2003 · It turns out that the answer is very intuitive: it is the maximum equivocation of the channel (after removing trivial redundancy), even when ...
It turns out that the answer is very intuitive: it is the maximum equivocation of the channel (after removing trivial redundancy), even when unlimited noiseless ...
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It turns out that the answer is very intuitive: it is the maximum equivocation of the channel (after removing trivial redundancy), even when unlimited noiseless ...
This work introduces and solves the problem of characterising the optimal rate at which a discrete memoryless channel can be used to for bit commitment, ...
We study the problem of commitment over channels under cost constraints. Commitment is a widely studied cryptographic primitive, where two mutually ...
Mar 31, 2003 · Abstract. In extension of the bit commitment task and following work initiated by Crépeau and Kilian, we introduce and solve the problem of ...
In extension of the bit commitment task and following work initiated by Crépeau, we introduce and solve the problem of characterising the optimal rate at ...
Abstract. In extension of the bit commitment task and following work initiated by Crépeau and Kilian, we introduce and solve the problem of character-.
The commitment capacity has already been determined for the cases of discrete memoryless channels and Gaussian channels. In this work we address the problem of ...
Jan 17, 2020 · The commitment capacity has already been determined for the cases of discrete memoryless channels and Gaussian channels. In this work we ...