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There have been tremendous advances in reducing interaction, communication and verification time in zero-knowledge proofs but it remains an important challenge to make the prover efficient. We constru...
We give computationally efficient zero-knowledge proofs of knowledge for arithmetic circuit satisfiability over a large field. For a circuit with N addition and multiplication gates, the prover only u...
Non-malleable codes were introduced by Dziembowski et al. (ICS 2010) as coding schemes that protect a message against tampering attacks. Roughly speaking, a code is non-malleable if decoding an advers...
We outline an algorithm to compute θ(z, τ ) in genus 2 in quasi-optimal time, borrowing ideas from the algorithm for theta constants and the one for θ(z, τ ) in genus 1. Our implementation shows a l...
We propose the first UC commitment scheme for binary strings with the optimal properties of rate approaching 1 and linear time (in the amortised sense, using a small number of seed OTs). On top of ...
Jacobi’s θ function has numerous applications in mathematics and computer science; a naive algorithm allows the computation of θ(z, τ ), for z, τ verifying certain conditions, with precision P in O(...
We develop new schemes for deterministically updating a stored cryptographic key that provide security against an internal adversary who can control the update computation and leak bounded amounts of ...
We describe a new simple but more power- ful form of linear cryptanalysis. It appears to break AES (and undoubtably other cryptosystems too, e.g. SKIP- JACK). The break is “nonconstructive,” i.e. w...

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