• DocumentCode
    1435362
  • Title

    Combining Chunk Boundary and Chunk Signature Calculations for Deduplication

  • Author

    Litwin, W. ; Long, D. D E ; Schwarz, Thomas

  • Author_Institution
    Centre d´´Etude y Rech. en Inf. Applique, Univ. Paris Dauphine, Paris, France
  • Volume
    10
  • Issue
    1
  • fYear
    2012
  • Firstpage
    1305
  • Lastpage
    1311
  • Abstract
    Many modern, large-scale storage solutions offer deduplication, which can achieve impressive compression rates for many loads, especially for backups. When accepting new data for storage, deduplication checks whether parts of the data is already stored. If this is the case, then the system does not store that part of the new data but replaces it with a reference to the location where the data already resides. A typical deduplication system breaks data into chunks, hashes each chunk, and uses an index to see whether the chunk has already been stored. Variable chunk systems offer better compression, but process data byte-for-byte twice, first to calculate the chunk boundaries and then to calculate the hash. This limits the ingress bandwidth of a system. We propose a method to reuse the chunk boundary calculations in order to strengthen the collision resistance of the hash, allowing us to use a faster hashing method with fewer bytes or a much larger (256 times by adding two bytes) storage system with the same high assurance against chunk collision and resulting data loss.
  • Keywords
    data compression; digital signatures; storage management; chunk boundary; chunk signature calculations; data compression; data storage; deduplication system; hashing method; variable chunk systems; Fingerprint recognition; Indexes; Malware; Silicon; Silicon compounds; Vectors; Algebraic Signatures; Deduplication;
  • fLanguage
    English
  • Journal_Title
    Latin America Transactions, IEEE (Revista IEEE America Latina)
  • Publisher
    ieee
  • ISSN
    1548-0992
  • Type

    jour

  • DOI
    10.1109/TLA.2012.6142477
  • Filename
    6142477