Aug 8, 2019 · In this work, we present the first protected binomial sampler which provides provable security against a side-channel adversary at arbitrary orders.
Efficiently Masking Binomial Sampling at Arbitrary Orders for Lattice ...
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Apr 6, 2019 · Many LWE-based schemes have in common that they require sampling from a discrete Gaussian distribution which comes with a number of challenges ...
Since our proposed solution supports arbitrary moduli, it can be utilized in a large variety of lattice-based constructions, like NewHope, LIMA, Saber, Kyber, ...
Mar 9, 2024 · These transformations are computationally extremely expensive and have a quadratic complexity regarding the number of shares [SPOG19] . This ...
May 11, 2020 · Bibliographic details on Efficiently Masking Binomial Sampling at Arbitrary Orders for Lattice-Based Crypto.
[Resource Topic] 2019/910: Efficiently Masking Binomial Sampling at Arbitrary Orders for Lattice-Based Crypto · Implementation · 2019-910. 0, 122, July 30, 2022 ...
Efficiently Masking Binomial Sampling at Arbitrary Orders for Lattice-Based Crypto Abstract. Tobias Schneider Clara Paglialonga Tobias Oder Tim Güneysu. With ...
Efficiently masking binomial sampling at arbitrary orders for lattice-based crypto. T Schneider, C Paglialonga, T Oder, T Güneysu. Public-Key Cryptography–PKC ...
Furthermore, we show how to integrate polynomial inversion and multiplication into the masking schemes to reduce costs considerably. We demonstrate the ...
May 8, 2024 · Efficiently Masking Binomial Sampling at Arbitrary Orders for Lattice-Based Crypto. Public Key Cryptography (2) 2019: 534-564. [c14]. view.