Share conversion, pseudorandom secret-sharing and ... - of the NVTI
Share conversion, pseudorandom secret-sharing and ... - of the NVTI
Share conversion, pseudorandom secret-sharing and ... - of the NVTI
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Starting condition: <strong>sharing</strong>s <strong>of</strong> ; in <strong>the</strong> repli<br />
<strong>sharing</strong> scheme. Thus:<br />
= X B<br />
B ;<br />
= X B<br />
B ; ¡ = X B;B 0 B ¡<br />
Basic Idea:<br />
For each subcell C: usual re-<strong>sharing</strong> <strong>of</strong> local prod<br />
but done with pseudo-r<strong>and</strong>om VSS instead<br />
Re-<strong>sharing</strong>s <strong>of</strong> a correct local products occur in<br />
This is due to pseudo-r<strong>and</strong>om VSS replicas; re<br />
voting over <strong>the</strong> broadcasted correction value<br />
Bunch it up non-interactively to a <strong>sharing</strong> <strong>of</strong> th