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We propose a new method for reducing complexity of the pairing comparisons based on polynomials. Thought the construction introduces uncertainty into (usually deterministic) checks, it is easily quant...
Delegating the computation of a polynomial to a server in a verifiable way is challenging. An even more challenging problem is ensuring that this polynomial remains hidden to clients who are able to q...
We introduce new methods to evaluate integer polynomials with GSW FHE. Our methods cause much slower noise growth and result in much better efficiency in the evaluation of low-degree large plaintext...
In this paper we study the two fundamental functionalities oblivious polynomial evaluation in the exponent and set-intersection, and introduce a new technique for designing efficient secure protocols...
Verification of a polynomial’s evaluation in a secret committed value plays a role in cryptographic applications such as non-membership or membership proofs. We construct a novel special honest verifi...
In this paper, we consider both theoretical and practical aspects of robust NI-PE (non-interactive polynomial evaluation with detection of cheaters). First, we give a necessary condition of adversary ...
The study of secure multiparty computation has yielded powerful feasibility results showing that any efficient functionality can be securely computed in the presence of malicious adver- saries. Desp...
The study of secure multiparty computation has yielded powerful feasibility results showing that any efficient functionality can be securely computed in the presence of malicious adver- saries. Desp...
Oblivious polynomial evaluation (OPE) consists of a twoparty protocol where a sender inputs a polynomial P, and a receiver inputs a single value i. At the end of the protocol, the sender learns not...

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