mdw@git.distorted.org.uk Git - doc/texmf/blob - mdw-fixes.bib

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   6 @Manual{ANSI:2005:AXP,
   7   author =       "{ANSI}",
   8   title =        "{ANSI X9.62:2005}: Public Key Cryptography for the
   9                   Financial Services Industry, The {Elliptic Curve Digital
  10                   Signature Algorithm (ECDSA)}",
  11   organization = pub-ANSI,
  12   address =      pub-ANSI:adr,
  13   year =         2005,
  14   bibdate =      "Thu Mar 22 11:17:32 2007",
  15   url =
  16                   "http://webstore.ansi.org/ansidocstore/product.asp?sku=ANSI+X9.62-2005;
  17                   http://csrc.nist.gov/encryption/dss/ecdsa/NISTReCur.pdf",
  18   abstract =     "This Standard defines methods for digital signature
  19                   (signature) generation and verification for the protection
  20                   of messages and data using the Elliptic Curve Digital
  21                   Signature Algorithm (ECDSA). ECDSA is the elliptic curve
  22                   analogue of the Digital Signature Algorithm (ANS
  23                   X9.30). The ECDSA shall be used in conjunction with an
  24                   approved hash function, as specified in X9 Registry Item
  25                   00003, Secure Hash Standard (SHS). The hash functions
  26                   approved at the time of publication of this document are
  27                   SHA-1 (see note), SHA-224, SHA-256, SHA-384 and
  28                   SHA-512. This ECDSA Standard provides methods and criteria
  29                   for the generation of public and private keys that are
  30                   required by the ECDSA and the procedural controls required
  31                   for the secure use of the algorithm with these keys. This
  32                   ECDSA Standard also provides methods and criteria for the
  33                   generation of elliptic curve domain parameters that are
  34                   required by the ECDSA and the procedural controls required
  35                   for the secure use of the algorithm with these domain
  36                   parameters.",
  37   acknowledgement =ack-nhfb
  38 }
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