2019年8月4日 · Resources Second round NIST submission package. The NIST submission package is the archive that we submitted to the NIST PQC project.It contains the specification of NTRU, reference implementation, AVX2-optimized implementation, and test vectors.

2020-10-16: The round 3 NIST submission package is available [].2020-07-23: NTRU has been selected as a finalist in the NIST PQC standardization effort.. 2020-03-23: New ntruhps4096821 software submitted for inclusion in SUPERCOP.. 2019-09-05: NTRU website is online.

NTRU: A Ring-Based Public Key Cryptosystem 271 Proposition. For any ~ > 0 there are constants 71,72 > O, depending on and N, such that for randomly chosen polynomials F, G E R, the probability is

The Time Trail tells us how many hashes are required for each of the rotations of the pair (m0;e). Let P be the probability that a randomly chosen (m0;e) requires (at most) K hash calls and similarly 1¡P is the probability that a randomly chosen (m0;e) requires (at least) K+1 hash calls.If neither P nor 1¡P is too small, then the probability that two pairs (m0

Projects and Funding The design of NTRU and its submission to the NIST post-quantum crypto project is supported by the European Commission through the ICT program under contract ICT-645622 (PQCRYPTO),; the European Commission through the ERC Starting Grant 2018 number 805031 (EPOQUE)

2018年4月12日 · NTRUEncrypt and pqNTRUSign Zhenfei Zhang @ NTRU team April 12, 2018 The NTRU team (Onboard Security Inc.) NTRU crypto April 12, 2018 1 / 17

2018年11月30日 · oT see this note that ju ~ vj 1= max ijhxi~ u;vij, and jhxi~ u;vij jxi~ uj 2jvj 2 by Cauchy Schwarz. Equation (8) follows because both ~-multiplication with x and conjugation are 2-norm preserving. Equality holds when u = xi~v for some i. orF ntru-hrss we also need to bound the max-norm of three term products of the form 1 ~u~v. The

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2018年4月12日 · NTRU-HRSS-KEM AndreasHülsing1,JoostRijneveld2,JohnSchanck3,PeterSchwabe2 1 Eindhoven University of Technology, The Netherlands 2 Radboud University, Nijmegen, The Netherlands 3 Institute for Quantum Computing, University of Waterloo, Canada 2018-04-13 1 / 14