In this case, the output of f(x) is encoded by an offline part pk which consists of a big “garbled circuit” and an online part x which consists of n keys K1,...
Yao's garbled circuit construction gives rise to such randomized encodings in which the online part ˆ 𝑥 x ^ consists of 𝑛 n encryption keys of length 𝜅 κ ...
Yao's garbled circuit construction gives rise to such randomized encodings in which the online part consists of n encryption keys of length κ each, where n = |x ...
Encoding Functions with Constant Online Rate, or How to Compress Garbled Circuit Keys · Tables · Topics · 14 Citations · 60 References · Related Papers ...
Encoding Functions with Constant Online Rate or How to Compress ...
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Abstract. Randomized encodings of functions can be used to replace a “complex” function f(x) by a “simpler” randomized mapping ˆf(x; r).
Dive into the research topics of 'Encoding functions with constant online rate or how to compress garbled circuits keys'. Together they form a unique ...
Specifically, we show how to encode any polynomial-time computable function f:{0,1} n → {0,1}m(n) with online rate of 1 + o(1) and with nearly linear online ...
Bibliographic details on Encoding Functions with Constant Online Rate or How to Compress Keys in Garbled Circuits.
Randomized encodings of functions can be used to replace a “complex” function $f(x)$ by a “simpler” randomized mapping $\hat{f}(x;r)$ whose output ...
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Dive into the research topics of 'Encoding functions with constant online rate or how to compress garbled circuits keys'. Together they form a unique ...