Jul 9, 2019 · In this paper, we construct the first public coin two message witness indistinguishable (WI) arguments for NP with statistical privacy, assuming ...
May 1, 2020 · In this paper, we construct the first public coin two message witness indistinguishable (WI) arguments for NP with statistical privacy.
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Dwork and Naor (FOCS'00) first introduced and constructed two message public coin witness indistinguishable proofs (ZAPs) for NP based on trapdoor ...
We give a new approach for constructing statistical ZAP arguments (a two-message public-coin statistically witness indistinguishable argument) from quasi ...
Duration: 22:37
Posted: May 8, 2020
Posted: May 8, 2020
Here, we construct statistical ZAPR arguments from the quasi-polynomial decision-linear (DLIN) assumption on groups with a bilinear map.
We give a new approach for constructing statistical ZAP arguments (a two-message public-coin statistically witness indistinguishable argument) from ...
Oct 12, 2021 · Statistical ZAP arguments provide the converse properties: computational soundness, and witness-indistinguishability against unbounded attackers ...
Sep 6, 2022 · ... statistical ZAP arguments, which are statistically WI (and computationally sound), from the quasi-polynomial LWE assumption. Here, we ...
Jul 30, 2022 · Abstract: We give the first construction of statistical Zaps. Our construction satisfies computational soundness and relies on the quasi- ...