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- W3030981335 abstract "A simple method for constructing collisions for Shpilrain's polynomial-based hash function from ICISC 2006 is presented. The at- tack relies on elementary linear algebra and can be considered as practi- cal: For the parameters suggested, we give a specific collision, computed by means of a computer algebra system. Let p(x) 2 F2(x) be a univariate polynomial of degree n over the finite field with two elements. Moreover, let be the residue class of x in the quotient := F2(x)/(p(x)), thus p( ) = 0. We remark that (Shp06) writes R = F2n = F2(x)/(p(x)) which suggests p(x) to be irreducible, but the specific polynomial p(x) proposed is reducible." @default.
- W3030981335 created "2020-06-05" @default.
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- W3030981335 date "2007-01-01" @default.
- W3030981335 modified "2023-10-18" @default.
- W3030981335 title "Cryptanalysis of a Hash Function Proposed at ICISC 2006." @default.
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