Cryptographic hash function

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A cryptographic hash function at work. Even small changes in the source input (here in the word "over") drastically change the resulting output, by the so-called avalanche effect

A cryptographic hash function is a hash function which takes an input (or 'message') and returns a fixed-size string of bytes. The string is called the 'hash value', 'message digest', 'digital fingerprint', 'digest' or 'checksum'.

The ideal hash function has three main properties:

  1. It is extremely easy to calculate a hash for any given data.
  2. It is extremely computationally difficult to calculate an alphanumeric text that has a given hash.
  3. It is extremely unlikely that two slightly different messages will have the same hash.

Uses[change | change source]

Functions with these properties are used as hash functions for a variety of purposes, not only in cryptography. Practical applications include message integrity checks, digital signatures, authentication, and various information security applications.

A hash function takes a string of any length as input and produces a fixed length string which acts as a kind of "signature" for the data provided. In this way, a person knowing the "hash value" is unable to know the original message, but only the person who knows the original message can prove the "hash value" is created from that message.

A cryptographic hash function should behave as much as possible like a random function while still being deterministic and efficiently computable. A cryptographic hash function is considered "insecure" from a cryptographic point of view, if either of the following is computationally feasible:

  1. Finding a (previously unseen) message that matches a given hash values.
  2. Finding "collisions", in which two different messages have the same hash value.

An attacker who can find any of the above computations can use them to substitute an authorized message with an unauthorized one.

Ideally, it should be impossible to find two different messages whose digests ("hash values") are similar. Also, one would not want an attacker to be able to learn anything useful about a message from its digest ("hash values"). Of course the attacker learns at least one piece of information, the digest itself, by which the attacker can recognise if the same message occurred again.

In various standards and applications, the two most commonly used hash functions are MD5 and SHA-1.

In 2005, security defects were identified showing that a possible mathematical weakness might exist, like attacks, and recommending a stronger hash function.

In 2007 the National Institute of Standards and Technology announced a contest to design a hash function which will be given the name SHA-3 and be the subject of a FIPS standard.[1]

Related pages[change | change source]

References[change | change source]

  • Bruce Schneier. Applied Cryptography. John Wiley & Sons, 1996. ISBN 0-471-11709-9.

Other websites[change | change source]