openslx-ng/ipxe.git/src/crypto/hmac_drbg.c, branch v1.20.1 Fork of ipxe; additional commands and features https://git.openslx.org/openslx-ng/ipxe.git/atom/src/crypto/hmac_drbg.c?h=v1.20.1 2015-12-31T14:44:45+00:00 [crypto] Dual-license selected DRBG files 2015-12-31T14:44:45+00:00 Michael Brown 2015-12-31T14:44:45+00:00 urn:sha1:0c396dd4052732da751249e5057425adb0692db2 Allow the use of the iPXE DRBG implementation in BSD-licensed projects. Requested-by: Sean Davis <dive@hq.endersgame.net> Signed-off-by: Michael Brown <mcb30@ipxe.org> [legal] Relicense files under GPL2_OR_LATER_OR_UBDL 2015-03-02T14:17:31+00:00 Michael Brown 2015-03-02T11:54:40+00:00 urn:sha1:b6ee89ffb5029d02cb1d8668757fa2b74b11e0a3 Relicense files for which I am the sole author (as identified by util/relicense.pl). Signed-off-by: Michael Brown <mcb30@ipxe.org> [legal] Update FSF mailing address in GPL licence texts 2012-07-20T18:55:45+00:00 Michael Brown 2012-07-20T18:55:45+00:00 urn:sha1:c3b4860ce3fb25b907a2ca3e46955df34c0ae9fd Suggested-by: Daniel P. Berrange <berrange@redhat.com> Signed-off-by: Michael Brown <mcb30@ipxe.org> [rng] Allow HMAC_DRBG to use multiple underlying hash algorithms 2012-03-06T13:12:30+00:00 Michael Brown 2012-03-06T12:58:56+00:00 urn:sha1:b9d9c3f1d5b0a92cd7c07df1c180f915ad2e6018 Signed-off-by: Michael Brown <mcb30@ipxe.org> [rng] Add missing #include <assert.h> 2012-03-04T15:14:20+00:00 Michael Brown 2012-03-04T14:59:32+00:00 urn:sha1:c5c1ae42e67254f5c4667c037ee92806d4703e64 Signed-off-by: Michael Brown <mcb30@ipxe.org> [rng] Add missing #include <string.h> 2012-02-21T12:42:37+00:00 Michael Brown 2012-02-21T12:39:20+00:00 urn:sha1:a99d5d5aca298c0618919d9be33ac5e73cb838e7 Signed-off-by: Michael Brown <mcb30@ipxe.org> [rng] Add ANS X9.82 Approved HMAC_DRBG algorithm 2012-01-23T15:03:43+00:00 Michael Brown 2012-01-23T14:52:56+00:00 urn:sha1:5c2d6fa3997f5ad82527914c5e2e35ef423c3119 ANS X9.82 specifies several Approved algorithms for use in a Deterministic Random Bit Generator (DRBG). One such algorithm is HMAC_DRBG, which can be implemented using the existing iPXE SHA-1 and HMAC functionality. This algorithm provides a maximum security strength of 128 bits. Signed-off-by: Michael Brown <mcb30@ipxe.org>