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- Q7252276 subject Q6109049.
- Q7252276 abstract "In cryptography, cryptographic hash functions can be divided into two main categories. In the first category are those functions whose designs are based on a mathematical problem and thus their security follows from rigorous mathematical proofs, complexity theory and formal reduction. These functions are called Provably Secure Cryptographic Hash Functions. However this does not mean that such a function could not be broken. To construct them is very difficult and only a few examples were introduced. The practical use is limited.In the second category are functions that are not based on mathematical problems but on an ad hoc basis, where the bits of the message are mixed to produce the hash. They are then believed to be hard to break, but no such formal proof is given. Almost all widely spread hash functions fall in this category. Some of these functions are already broken and are no longer in use.".
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- Q7252276 wikiPageWikiLink Q5987986.
- Q7252276 wikiPageWikiLink Q6109049.
- Q7252276 wikiPageWikiLink Q615485.
- Q7252276 wikiPageWikiLink Q623950.
- Q7252276 wikiPageWikiLink Q7250015.
- Q7252276 wikiPageWikiLink Q7395188.
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- Q7252276 wikiPageWikiLink Q864003.
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- Q7252276 wikiPageWikiLink Q8789.
- Q7252276 wikiPageWikiLink Q879126.
- Q7252276 wikiPageWikiLink Q905967.
- Q7252276 comment "In cryptography, cryptographic hash functions can be divided into two main categories. In the first category are those functions whose designs are based on a mathematical problem and thus their security follows from rigorous mathematical proofs, complexity theory and formal reduction. These functions are called Provably Secure Cryptographic Hash Functions. However this does not mean that such a function could not be broken.".
- Q7252276 label "Security of cryptographic hash functions".