Witrynathe rst published collision nding attacks on reduced-round versions of Keccak-384 and Keccak-512, providing actual collisions for 3-round versions, and describing an attack which is 245 times faster than birthday attacks for 4-round Keccak-384. For Keccak-256, we increase the number of rounds which can be attacked to 5. All these results … Witryna1 kwi 2011 · Birthday Attac ks can be improved by a factor of r when applied to a structured matrix of size r × n . Our improvemen t can be applied to a wide range of …
Faster Algorithms for Solving LPN Proceedings, Part I, of the 35th ...
Witryna10 mar 2016 · Firstly, we give a boomerang attack on 48-step SHA-512 with a practical complexity of 2 51. The correctness of this attack is verified by providing a Type III boomerang quartet. Then, we extend the existing differential characteristics of the three hash functions to more rounds. Witryna12 lip 2011 · This problem was mainly studied after 2002. Not being able to solve this problem is critical for cryptography as it gives a fast attack against FSB, SWIFFT and … cipher\u0027s cj
Improved Generalized Birthday Attack
Witryna18 sie 2002 · Wagner's k-tree algorithm that solves the generalized birthday problem for the cases when k is not a power of two is improved with the use of multicollisions, … Witryna22 lut 2024 · We show a new generalized birthday attack on F-k With d less than or equal to 3k - 3. With 2((k-1)n) chosen plaintexts an adversary can distinguish F-k (with d = 3k-3) from a random... WitrynaOur techniques start to improve upon existing protocols when there are around n=10parties with h=4honest parties, and as these increase we obtain up to a 13 times reduction (for n=400,h=120) in communication complexity for our GMW variant, compared with the best-known GMW-based protocol modified to use the same … cipher\u0027s co