Difference between revisions of "NewHope"

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Information

Authors

  • Erdem Alkim (TR)
  • Roberto Avanzi, ARM (UK)
  • Joppe Bos, NXP (BE)
  • Léo Ducas, CWI Amsterdam (NL)
  • Antonio de la Piedra, Compumatica secure networks B.V. (NL)
  • Thomas Pöppelmann, Infineon Technologies (DE)
  • Peter Schwabe, Radboud University (NL)
  • Douglas Stebila, University of Waterloo (CA)


Official Links


Related Articles

Implementation

ISA Extensions for Finite Field Arithmetic - Accelerating Kyber and NewHope on RISC-V
Erdem Alkim and Hülya Evkan and Norman Lahr and Ruben Niederhagen and Richard Petri.
Cryptology ePrint Archive: Report 2020/049, 16 Jan 2020.

Cortex-M4 Optimizations for \{R,M\}LWE Schemes
Erdem Alkim and Yusuf Alper Bilgin and Murat Cenk and François Gérard.
Cryptology ePrint Archive: Report 2020/012, 5 Jan 2020.

SPQCop: Side-channel protected Post-Quantum Cryptoprocessor
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Cryptology ePrint Archive: Report 2019/765, Jun 2019.

Preprocess-then-NTT Technique and Its Applications to KYBER and NEWHOPE
Shuai Zhou and Haiyang Xue and Daode Zhang and Kunpeng Wang and Xianhui Lu and Bao Li and Jingnan He.
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Cryptanalysis

Number "Not Used" Once - Practical fault attack on pqm4 implementations of NIST candidates
Prasanna Ravi and Debapriya Basu Roy and Shivam Bhasin and Anupam Chattopadhyay and Debdeep Mukhopadhyay.
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Analysis of Error-Correcting Codes for Lattice-Based Key Exchange
Tim Fritzmann and Thomas Pöppelmann and Johanna Sepulveda.
International Conference on Selected Areas in Cryptography.

General

Breakdown Resilience of Key Exchange Protocols: NewHope, TLS 1.3, and Hybrids
Jacqueline Brendel and Marc Fischlin and Felix Günther.
ESORICS 2019.

Post-Quantum Key Exchange on ARMv8-A -- A New Hope for NEON made Simple
Silvan Streit and Fabrizio De Santis.
Cryptology ePrint Archive: Report 2017/388, 4 May 2017.

NewHope without reconciliation
Erdem Alkim and Léo Ducas and Thomas Pöppelmann and Peter Schwabe.
Cryptology ePrint Archive: Report 2016/1157.


Summary Table

NewHope - round 2

NewHope-CPA-KEM NewHope-CCA-KEM
Description Lattice

RLWE

Assumption RLWE
Functionality KEM
Public Key

(bytes)

  • level 1: 928
  • level 5: 1824
  • level 1: 1088
  • level 5: 2176
Secret Key

(bytes)

  • level 1: 869
  • level 5: 1792
  • level 1: 1888
  • level 5: 3680
CIPH/SIG

(bytes)

  • level 1: 1088
  • level 5: 2176
  • level 1: 1120
  • level 5: 2208
Security

Type

IND-CCA

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