Skein Hash

The Skein Hash Function Family. Skein is a new family of cryptographic hash functions. Its design combines speed, security, simplicity, and a great deal of exibility in a modular package that is easy to analyze.

References in zbMATH (referenced in 34 articles )

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  1. Sadeghi, Sadegh; Rijmen, Vincent; Bagheri, Nasour: Proposing an MILP-based method for the experimental verification of difference-based trails: application to SPECK, SIMECK (2021)
  2. Malyshev, F. M.: Differential characteristics of base operations in ARX-ciphers (2020)
  3. Malyshev, F. M.: Probabilistic characteristics of differential and linear relations for nonhomogeneous linear medium (2019)
  4. Cogliati, Benoît: Tweaking a block cipher: multi-user beyond-birthday-bound security in the standard model (2018)
  5. Forler, Christian; List, Eik; Lucks, Stefan; Wenzel, Jakob: \textscPOEx: a beyond-birthday-bound-secure on-line cipher (2018)
  6. Hong, Deukjo; Koo, Bonwook; Seo, Changho: Differential property of \textscPresent-like structure (2018)
  7. Aljahdali, Asia; Mascagni, Michael: Feistel-inspired scrambling improves the quality of linear congruential generators (2017)
  8. Dinur, Itai; Leurent, Gaëtan: Improved generic attacks against hash-based MACs and HAIFA (2017)
  9. Dobraunig, Christoph; List, Eik: Impossible-differential and boomerang cryptanalysis of round-reduced Kiasu-BC (2017)
  10. Andreeva, Elena; Bouillaguet, Charles; Dunkelman, Orr; Fouque, Pierre-Alain; Hoch, Jonathan; Kelsey, John; Shamir, Adi; Zimmer, Sébastien: New second-preimage attacks on hash functions (2016)
  11. Fay, Robin: Introducing the counter mode of operation to compressed sensing based encryption (2016)
  12. Liu, Yunwen; Wang, Qingju; Rijmen, Vincent: Automatic search of linear trails in ARX with applications to SPECK and Chaskey (2016)
  13. Minematsu, Kazuhiko: Authenticated encryption with small stretch (or, how to accelerate AERO) (2016)
  14. Peyrin, Thomas; Seurin, Yannick: Counter-in-Tweak: authenticated encryption modes for tweakable block ciphers (2016)
  15. Song, Ling; Huang, Zhangjie; Yang, Qianqian: Automatic differential analysis of ARX block ciphers with application to SPECK and LEA (2016)
  16. Wang, Lei; Guo, Jian; Zhang, Guoyan; Zhao, Jingyuan; Gu, Dawu: How to build fully secure tweakable blockciphers from classical blockciphers (2016)
  17. Andreeva, Elena; Mennink, Bart; Preneel, Bart: Open problems in hash function security (2015)
  18. Cogliati, Benoît; Lampe, Rodolphe; Seurin, Yannick: Tweaking Even-Mansour ciphers (2015)
  19. Smith-Tone, Daniel; Tone, Cristina: A measure of dependence for cryptographic primitives relative to ideal functions (2015)
  20. Wu, Wenling; Zhang, Lei; Yu, Xiaoli: The DBlock family of block ciphers (2015)

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