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authorMartin Schanzenbach <schanzen@gnunet.org>2023-05-30 13:38:43 +0200
committerMartin Schanzenbach <schanzen@gnunet.org>2023-05-30 13:38:43 +0200
commitc2eb18649314055d5ce3844f0dc85dfad5f0e94d (patch)
tree078886938e68411fb08c75166df28cbaa9aa3031
parentd436f9806810475ff3507e9679f45dd68ee17a3a (diff)
downloadlsd0001-c2eb18649314055d5ce3844f0dc85dfad5f0e94d.tar.gz
lsd0001-c2eb18649314055d5ce3844f0dc85dfad5f0e94d.zip
update
-rw-r--r--draft-schanzen-gns.xml7
1 files changed, 4 insertions, 3 deletions
diff --git a/draft-schanzen-gns.xml b/draft-schanzen-gns.xml
index dfea80c..6b11522 100644
--- a/draft-schanzen-gns.xml
+++ b/draft-schanzen-gns.xml
@@ -1090,7 +1090,8 @@ zTLD[126..129].zTLD[63..125].zTLD[0..62]
1090 <t> 1090 <t>
1091 For PKEY zones the zone key material is derived using the 1091 For PKEY zones the zone key material is derived using the
1092 curve parameters of the twisted Edwards representation 1092 curve parameters of the twisted Edwards representation
1093 of Curve25519 <xref target="RFC7748" /> (a.k.a. Ed25519) 1093 of Curve25519 <xref target="RFC7748" /> (the reasoning behind choosing
1094 this curve can be found in <xref target="security_cryptography"/>)
1094 with the ECDSA scheme <xref target="RFC6979" />. 1095 with the ECDSA scheme <xref target="RFC6979" />.
1095 The following naming convention is used for the cryptographic primitives of PKEY zones: 1096 The following naming convention is used for the cryptographic primitives of PKEY zones:
1096 </t> 1097 </t>
@@ -1110,7 +1111,7 @@ zTLD[126..129].zTLD[63..125].zTLD[0..62]
1110 </dd> 1111 </dd>
1111 <dt>G</dt> 1112 <dt>G</dt>
1112 <dd> 1113 <dd>
1113 is the group generator (X(P),Y(P)) of edwards25519 as defined in 1114 is the group generator (X(P),Y(P)). With X(P),Y(P) of edwards25519 as defined in
1114 <xref target="RFC7748" />. 1115 <xref target="RFC7748" />.
1115 </dd> 1116 </dd>
1116 <dt>L</dt> 1117 <dt>L</dt>
@@ -1288,7 +1289,7 @@ S-Decrypt(zk,label,expiration,ciphertext):
1288 </dd> 1289 </dd>
1289 <dt>G</dt> 1290 <dt>G</dt>
1290 <dd> 1291 <dd>
1291 is the group generator (X(P),Y(P)) of edwards25519 as defined in 1292 is the group generator (X(P),Y(P)). With X(P),Y(P) of edwards25519 as defined in
1292 <xref target="RFC8032" />. 1293 <xref target="RFC8032" />.
1293 </dd> 1294 </dd>
1294 <dt>L</dt> 1295 <dt>L</dt>