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BSI - BS ISO/IEC 14888-1

Information Technology - Security Techniques - Digital Signatures with Appendix - Part 1: General

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Organization: BSI
Publication Date: 15 April 1999
Status: inactive
Page Count: 20
ICS Code (IT Security): 35.030

Document History

BS ISO/IEC 14888-1
May 30, 2008
Information technology - Security techniques - Digital signatures with appendix - Part 1: General
A description is not available for this item.
BS ISO/IEC 14888-1
April 15, 1999
Information Technology - Security Techniques - Digital Signatures with Appendix - Part 1: General
A description is not available for this item.

References

This document references:
ISO/IEC 10118-1 - Information technology - Security techniques - Hash-functions - Part 1: General
Published by ISO on October 15, 2016
ISO/IEC 10118 (all parts) specifies hash-functions and is therefore applicable to the provision of authentication, integrity and non-repudiation services. Hash-functions map strings of bits of...
This document references:
ISO/IEC 11770-3 - Information technology - Security techniques - Key management - Part 3: Mechanisms using asymmetric techniques AMENDMENT 1: Blinded Diffie-Hellman key agreement
Published by ISO on November 1, 2017
A description is not available for this item.
This document references:
ISO/IEC 9796-2 - Information technology - Security techniques - Digital signature schemes giving message recovery - Part 2: Integer factorization based mechanisms
Published by ISO on December 15, 2010
This part of ISO/IEC 9796 specifies three digital signature schemes giving message recovery, two of which are deterministic (non-randomized) and one of which is randomized. The security of all three...
This document references:
ISO/IEC 9796-3 - Information technology - Security techniques - Digital signature schemes giving message recovery - Part 3: Discrete logarithm based mechanisms
Published by ISO on September 15, 2006
This part of ISO/IEC 9796 specifies six digital signature schemes giving message recovery. The security of these schemes is based on the difficulty of the discrete logarithm problem, which is defined...
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