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Questions tagged [non-interactiveness]

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Showing the zero-knowledge property in a NI-ZK scheme

To my understanding, whilst the definition of zero-knowledge (zk) is the same in the non-interactive context, how one shows a non-interactive scheme is zk is very different from interactive zk ...
Proliferate309's user avatar
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Is it possible to forge valid proofs in this Schnorr signature-based ZKP system for proving knowledge about discrete logarithms?

I am currently reading the paper "A 2-round anonymous veto protocol" and have run into some trouble verifying the claims made about the zero knowledge proofs presented within. My knowledge ...
user7308228's user avatar
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Threshold encryption

Is there any (k,n)-threshold encryption scheme, such that the decryption process is non-interactive, i.e., the decryption can be processed "in a line" where each party "in the middle of ...
Doron's user avatar
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What security problem would cause if I reuse a NIZK proof?

Some statements are expensive to prove. If I need to make a proof for such kind of statement repeatedly (generate new proof $\pi$ for each new verifier), I think it might be a waste of time (as well ...
Yiyi's user avatar
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2 votes
1 answer
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Real-world instantiation of NIZK protocol from Fiat-Shamir

So I understand how one can use Fiat-Shamir to turn a HVZK sigma protocol into a non-interactive zk protocol in the random oracle model. My problem though is I don't understand why is this useful. If ...
Proliferate309's user avatar
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About SNARKs general recipes (regarding required assumptions)

I'm following ZK MOOC: https://zk-learning.org/ After some previous readings about these topics, I was believing to have understood that, stated that non-interactivity isn't attainable in standard/...
baro77's user avatar
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2 votes
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Zero knowledge proof for GCD

Let A(x) and B(x) be two secret polynomials. Suppose a user publishes commitments $C_A$ and $C_B$ to these polynomials (such that the lengths of $C_A$ and $C_B$ are sublinear in the degree of $A(x)$ ...
Doron's user avatar
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How does Diogenes prove equivalence of discreet logs despite the candidates not being composed of safe primes

In the paper describing a protocol for distributed RSA modulus generation, Diogenes, "[they] employ a special-purpose $\Sigma$-protocol based on [Sho00] for proving correctness of exponentiations ...
Nic's user avatar
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1 answer
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Schnorr based ZK scheme

TL;DR: This ABSOLUTELY does not work and presents a huge security risk. Posting it anyways in case there are other threats I missed or to dissuade any other person who comes up with this idea. Hi! I’m ...
popeye's user avatar
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