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BS ISO/IEC 15946-1:2016

Information technology. Security techniques. Cryptographic techniques based on elliptic curves-General

standard by British Standard / ISO/IEC , 07/31/2016

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Full Description

BS ISO/IEC 15946-1:2016 describes the mathematical background and general techniques necessary for implementing the elliptic curve cryptography mechanisms defined in ISO/IEC 15946-5, ISO/IEC 9796-3, ISO/IEC 11770-3, ISO/IEC 14888-3, ISO/IEC 18033-2 and other ISO/IEC standards.

This part of ISO/IEC 15946 does not specify the implementation of the techniques it defines. For example, it does not specify the basis representation to be used when the elliptic curve is defined over a finite field of characteristic two. Thus, interoperability of products complying with this part of ISO/IEC 15946 will not be guaranteed.


Cross References:
ISO/IEC 15946-5
ANSI X9.62-2005
ANSI X9.63-2001
IEEE P1363-2000


All current amendments available at time of purchase are included with the purchase of this document.
 

Product Details

Published:
07/31/2016
ISBN(s):
9780580891830
Number of Pages:
42
File Size:
1 file , 2.1 MB
Same As:
ISO/IEC 15946-1:2016
Product Code(s):
30318286, 30318286, 30318286
Note:
This product is unavailable in Russia, Ukraine, Belarus
 

Document History

  1. BS ISO/IEC 15946-1:2016

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    Information technology. Security techniques. Cryptographic techniques based on elliptic curves-General

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  2. BS ISO/IEC 15946-1:2008


    Information technology. Security techniques. Cryptographic techniques based on elliptic curves. General

    • Historical Version

  3. BS ISO/IEC 15946-1:2008


    Information technology. Security techniques. Cryptographic techniques based on elliptic curves. General

    • Historical Version

  4. BS 07/30135624 DC


    BS ISO/IEC 15946-1. Information technology. Security techniques. Cryptographic techniques based on elliptic curves. Part 1. General

    • Historical Version

  5. BS ISO/IEC 15946-1:2002


    Information technology. Security techniques. Cryptographic techniques based on elliptic curves-General

    • Historical Version