All checksums have been double-checked against existing RMD160 and
SHA512 hashes
Unfetchable distfiles (fetched conditionally?):
./security/cyrus-sasl/distinfo cyrus-sasl-dedad73e5e7a75d01a5f3d5a6702ab8ccd2ff40d.patch.v2
pkglint -r --network --only "migrate"
As a side-effect of migrating the homepages, pkglint also fixed a few
indentations in unrelated lines. These and the new homepages have been
checked manually.
Problems found locating distfiles:
Package f-prot-antivirus6-fs-bin: missing distfile fp-NetBSD.x86.32-fs-6.2.3.tar.gz
Package f-prot-antivirus6-ws-bin: missing distfile fp-NetBSD.x86.32-ws-6.2.3.tar.gz
Package libidea: missing distfile libidea-0.8.2b.tar.gz
Package openssh: missing distfile openssh-7.1p1-hpn-20150822.diff.bz2
Package uvscan: missing distfile vlp4510e.tar.Z
Otherwise, existing SHA1 digests verified and found to be the same on
the machine holding the existing distfiles (morden). All existing
SHA1 digests retained for now as an audit trail.
Changes between PBC version 0.5.14 and 0.5.13
* Eta pairing (type I), by Homer Hsing
Changes between PBC version 0.5.13 and 0.5.12
* Many thanks to Homer Hsing for volunteering to maintain this library.
* Flattened nested functions.
* Bugfix for test script.
Changes between PBC version 0.5.12 and 0.5.11
* Fixed a parsing bug reported by Michael Adjedj.
Changes between PBC version 0.5.11 and 0.5.10
* Support native win32 compilation via autotools. Thanks to Michael Rushanan.
Some changes from joerg, others from myself.
The PBC (Pairing-Based Cryptography) library is a free C library built
on the GMP library that performs the mathematical operations
underlying pairing-based cryptosystems.
It provides routines such as elliptic curve generation, elliptic curve
arithmetic and pairing computation.
The API is abstract enough that the PBC library can be used even if
the programmer possesses only an elementary understanding of pairings.
There is no need to learn about elliptic curves or much of number
theory. (The minimum requirement is some knowledge of cyclic groups
and properties of the pairing.)
Boneh-Lynn-Shacham short signatures
Hess identity-based signatures
Joux tripartite Diffie-Hellman
Paterson identity-based signatures
Yuan-Li identity-based authenticated key agreement
Zhang-Kim identity-based blind/ring signatures
Zhang-Safavi-Naini-Susilo signatures
