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List: ietf-tls
Subject: [TLS] [Errata Verified] RFC7919 (7579)
From: RFC Errata System <rfc-editor () rfc-editor ! org>
Date: 2024-03-21 3:30:27
Message-ID: 20240321033027.1D5015BEC3F () rfcpa ! amsl ! com
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The following errata report has been verified for RFC7919,
"Negotiated Finite Field Diffie-Hellman Ephemeral Parameters for Transport Layer \
Security (TLS)".
--------------------------------------
You may review the report below and at:
https://www.rfc-editor.org/errata/eid7579
--------------------------------------
Status: Verified
Type: Technical
Reported by: Tim Geiser <slimshady007@inbox.lv>
Date Reported: 2023-07-31
Verified by: Paul Wouters (IESG)
Section: Appendix A
Original Text
-------------
The primes in these finite field groups are all safe primes; that is,
a prime p is a safe prime when q = (p-1)/2 is also prime. Where e is
the base of the natural logarithm and square brackets denote the
floor operation, the groups that initially populate this registry are
derived for a given bit length b by finding the lowest positive
integer X that creates a safe prime p where:
p = 2^b - 2^{b-64} + {[2^{b-130} e] + X } * 2^64 - 1
Corrected Text
--------------
The primes in these finite field groups are all safe primes; that is,
a prime p is a safe prime when q = (p-1)/2 is also prime. Where e is
the base of the natural logarithm and square brackets denote the
floor operation, the groups that initially populate this registry are
derived for a given bit length b by finding the lowest positive
integer X that creates a safe prime p where:
p = 2^b - 2^{b-64} + {[2^{b-130} * e] + X } * 2^64 - 1
Notes
-----
The multiplication sign ('*' in ASCII) is missing in the explanatory introduction of \
Appendix A that describes the equation used for deriving the primes. It is correct in \
all five concrete derivations A.1 through A.5
--------------------------------------
RFC7919 (draft-ietf-tls-negotiated-ff-dhe-10)
--------------------------------------
Title : Negotiated Finite Field Diffie-Hellman Ephemeral Parameters for \
Transport Layer Security (TLS) Publication Date : August 2016
Author(s) : D. Gillmor
Category : PROPOSED STANDARD
Source : Transport Layer Security
Stream : IETF
Verifying Party : IESG
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