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• W2398197539 abstract "Preneel, Govaerts, and Vandewalle[14](PGV) considered 64 most basic ways to construct a hash function from a block cipher, and regarded 12 of those 64 schemes as secure. Black, Pogaway and Shrimpton[3](BRS) provided a formal and quantitative treatment of those 64 constructions and proved that, in black-box model, the 12 schemes ( group − 1 ) that PGV singled out as secure really are secure. By stepping outside of the Merkle-Damgard[4] approach to analysis, an additional 8 (group − 2) of the 64 schemes are just as collision resistant as the first group of schemes. Tight upper and lower bounds on collision resistance of those 20 schemes were given. In this paper, those collision resistance and preimage resistance bounds are improved, which shows that, in black box model, collision bounds of those 20 schemes are same. In Group− 1 schemes, 8 out of 12 can find fixed point easily. Bounds on second preimage, multicollisions of Joux[6], fixed-point multicollisons[8] and combine of the two kinds multicollisions are also given. From those bound, Group− 1 schemes can also be deviled into two group." @default.
• W2398197539 created "2016-06-24" @default.
• W2398197539 creator A5003753200 @default.
• W2398197539 creator A5013341732 @default.
• W2398197539 date "2006-01-01" @default.
• W2398197539 modified "2023-10-13" @default.
• W2398197539 title "Improved Collision and Preimage Resistance Bounds on PGV Schemes." @default.
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