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Fingerprint (computing)

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This article is about digital identifiers derived from data. For algorithms that match human fingerprints, see Fingerprint § Algorithms. For the browser identification technique, see Browser fingerprint. For other uses, see digital fingerprint.

In computer science, a fingerprinting algorithm is a procedure that maps an arbitrarily large data item (such as a computer file) to a much shorter bit string, its fingerprint, that uniquely identifies the original data for all practical purposes[1] just as human fingerprints uniquely identify people for practical purposes. This fingerprint may be used for data deduplication purposes. This is also referred to as file fingerprinting, data fingerprinting, or structured data fingerprinting.

Fingerprints are typically used to avoid the comparison and transmission of bulky data. For instance, a web browser or proxy server can efficiently check whether a remote file has been modified, by fetching only its fingerprint and comparing it with that of the previously fetched copy.[2][3][4][5][6]

Fingerprint functions may be seen as high-performance hash functions used to uniquely identify substantial blocks of data where cryptographic hash functions may be unnecessary.

Special algorithms exist for audio fingerprinting and video fingerprinting.

A hash function at work

Properties

Virtual uniqueness

See also: Collision resistance

To serve its intended purposes, a fingerprinting algorithm must be able to capture the identity of a file with virtual certainty. In other words, the probability of a collision — two files yielding the same fingerprint — must be negligible, compared to the probability of other unavoidable causes of fatal errors (such as the system being destroyed by war or by a meteorite): say, 10−20 or less.

This requirement is somewhat similar to that of a checksum function, but is much more stringent. To detect accidental data corruption or transmission errors, it is sufficient that the checksums of the original file and any corrupted version will differ with near certainty, given some statistical model for the errors. In typical situations, this goal is easily achieved with 16- or 32-bit checksums. In contrast, file fingerprints need to be at least 64 bits long to guarantee virtual uniqueness in large file systems (see birthday attack).

When proving the above requirement, one must take into account that files are generated by highly non-random processes that create complicated dependencies among files. For instance, in a typical business network, one usually finds many pairs or clusters of documents that differ only by minor edits or other slight modifications. A good fingerprinting algorithm must ensure that such "natural" processes generate distinct fingerprints, with the desired level of certainty.

Compounding

See also: Rolling hash

Computer files are often combined in various ways, such as concatenation (as in archive files) or symbolic inclusion (as with the C preprocessor's #include directive). Some fingerprinting algorithms allow the fingerprint of a composite file to be computed from the fingerprints of its constituent parts. This "compounding" property may be useful in some applications, such as detecting when a program needs to be recompiled.

Algorithms

Rabin's algorithm

Rabin's fingerprinting algorithm[7] is the prototype of the class. It is fast and easy to implement, allows compounding, and comes with a mathematically precise analysis of the probability of collision. Namely, the probability of two strings r and s yielding the same w-bit fingerprint does not exceed max(|r|,|s|)/2w-1, where |r| denotes the length of r in bits. The algorithm requires the previous choice of a w-bit internal "key", and this guarantee holds as long as the strings r and s are chosen without knowledge of the key.

Rabin's method is not secure against malicious attacks. An adversarial agent can easily discover the key and use it to modify files without changing their fingerprint.

Cryptographic hash functions

Main article: cryptographic hash function

Mainstream cryptographic grade hash functions generally can serve as high-quality fingerprint functions, are subject to intense scrutiny from cryptanalysts, and have the advantage that they are believed to be safe against malicious attacks.

A drawback of cryptographic hash algorithms such as MD5 and SHA is that they take considerably longer to execute than Rabin's fingerprint algorithm. They also lack proven guarantees on the collision probability. Some of these algorithms, notably MD5, are no longer recommended for secure fingerprinting. They are still useful for error checking, where purposeful data tampering is not a primary concern.

Perceptual hashing

This section is an excerpt from Perceptual hashing.[edit]
Perceptual hashing is the use of a fingerprinting algorithm that produces a snippet, hash, or fingerprint of various forms of multimedia.[8][9] A perceptual hash is a type of locality-sensitive hash, which is analogous if features of the multimedia are similar. This is in contrast to cryptographic hashing, which relies on the avalanche effect of a small change in input value creating a drastic change in output value. Perceptual hash functions are widely used in finding cases of online copyright infringement as well as in digital forensics because of the ability to have a correlation between hashes so similar data can be found (for instance with a differing watermark).

Application examples

NIST distributes a software reference library, the American National Software Reference Library, that uses cryptographic hash functions to fingerprint files and map them to software products. The HashKeeper database, maintained by the National Drug Intelligence Center, is a repository of fingerprints of "known to be good" and "known to be bad" computer files, for use in law enforcement applications (e.g. analyzing the contents of seized disk drives).

Content similarity detection

This section is an excerpt from Content similarity detection § Fingerprinting.[edit]

Fingerprinting is currently the most widely applied approach to content similarity detection. This method forms representative digests of documents by selecting a set of multiple substrings (n-grams) from them. The sets represent the fingerprints and their elements are called minutiae.[10][11]

A suspicious document is checked for plagiarism by computing its fingerprint and querying minutiae with a precomputed index of fingerprints for all documents of a reference collection. Minutiae matching with those of other documents indicate shared text segments and suggest potential plagiarism if they exceed a chosen similarity threshold.[12] Computational resources and time are limiting factors to fingerprinting, which is why this method typically only compares a subset of minutiae to speed up the computation and allow for checks in very large collection, such as the Internet.[10]

See also

References

  1. ^ A. Z. Broder. Some applications of Rabin's fingerprinting method. In Sequences II: Methods in Communications, Security, and Computer Science, pages 143--152. Springer-Verlag, 1993
  2. ^ Detecting duplicate and near-duplicate files. US Patent 6658423 Issued on December 2, 2003
  3. ^ A. Z. Broder (1998). "On the resemblance and containment of documents". Proceedings. Compression and Complexity of SEQUENCES 1997 (Cat. No.97TB100171). IEEE Computer Society. pp. 21–27. CiteSeerX 10.1.1.24.779. doi:10.1109/SEQUEN.1997.666900. ISBN 978-0-8186-8132-5. S2CID 11748509.{{cite book}}: CS1 maint: date and year (link)
  4. ^ Brin, S. and Davis, J. and Garcia-Molina, H. (1995) Copy Detection Mechanisms for Digital Documents Archived 2016-08-18 at the Wayback Machine. In: ACM International Conference on Management of Data (SIGMOD 1995), May 22–25, 1995, San Jose, California, from stanford.edu. 18/08/2016. Retrieved 11/01/2019.
  5. ^ L. Fan, P. Cao, J. Almeida and A. Broder, Summary Cache: A Scalable Wide-Area Web Cache Sharing Protocol, IEEE/ACM Transactions on Networking, vol. 8, No. 3 (2000)
  6. ^ U. Manber, Finding Similar Files in a Large File System. Proceedings of the USENIX Winter Technical Conf. (1994)
  7. ^ M. O. Rabin Fingerprinting by random polynomials. Center for Research in Computing Technology Harvard University Report TR-15-81 (1981)
  8. ^ Buldas, Ahto; Kroonmaa, Andres; Laanoja, Risto (2013). "Keyless Signatures' Infrastructure: How to Build Global Distributed Hash-Trees". In Riis, Nielson H.; Gollmann, D. (eds.). Secure IT Systems. NordSec 2013. Lecture Notes in Computer Science. Vol. 8208. Berlin, Heidelberg: Springer. doi:10.1007/978-3-642-41488-6_21. ISBN 978-3-642-41487-9. ISSN 0302-9743. Keyless Signatures Infrastructure (KSI) is a globally distributed system for providing time-stamping and server-supported digital signature services. Global per-second hash trees are created and their root hash values published. We discuss some service quality issues that arise in practical implementation of the service and present solutions for avoiding single points of failure and guaranteeing a service with reasonable and stable delay. Guardtime AS has been operating a KSI Infrastructure for 5 years. We summarize how the KSI Infrastructure is built, and the lessons learned during the operational period of the service.
  9. ^ Klinger, Evan; Starkweather, David. "pHash.org: Home of pHash, the open source perceptual hash library". pHash.org. Retrieved 2018-07-05. pHash is an open source software library released under the GPLv3 license that implements several perceptual hashing algorithms, and provides a C-like API to use those functions in your own programs. pHash itself is written in C++.
  10. ^ a b Hoad, Timothy; Zobel, Justin (2003), "Methods for Identifying Versioned and Plagiarised Documents" (PDF), Journal of the American Society for Information Science and Technology, 54 (3): 203–215, CiteSeerX 10.1.1.18.2680, doi:10.1002/asi.10170, archived from the original (PDF) on 30 April 2015, retrieved 14 October 2014
  11. ^ Stein, Benno (July 2005), "Fuzzy-Fingerprints for Text-Based Information Retrieval", Proceedings of the I-KNOW '05, 5th International Conference on Knowledge Management, Graz, Austria (PDF), Springer, Know-Center, pp. 572–579, archived from the original (PDF) on 2 April 2012, retrieved 7 October 2011
  12. ^ Brin, Sergey; Davis, James; Garcia-Molina, Hector (1995), "Copy Detection Mechanisms for Digital Documents", Proceedings of the 1995 ACM SIGMOD International Conference on Management of Data (PDF), ACM, pp. 398–409, CiteSeerX 10.1.1.49.1567, doi:10.1145/223784.223855, ISBN 978-1-59593-060-6, S2CID 8652205, archived from the original (PDF) on 18 August 2016, retrieved 7 October 2011
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