Make builds reproducible
See https://reproducible-builds.org/ for why this is good.
Without this patch g++ would order functions in libcryptopp.so.5.6.5
depending on random order of files in the build system's filesystem.
We have not been able to determine a reliable way to detect cpu's and platforms with Cmake. We are side stepping the Cmake problem by building rdrand.cpp all the time. If its not avilable for a cpu or platform, then RDRAND or RDSEED throw an exception.
Most of these appear to have been cleared over the last couple of years.
C4127 is too prevelant. We are probably going to have to live with it.
We may be able to clear C4250 with a using statement. For example 'using ASN1CryptoMaterial::Load'.
MSVC resisted clearing C4661 by pushing/poping in iterhash.h and osrng.h. It was like MSVC simply ignored it.
We also add a helper to PutDecodedDatumInto which reverses the little-endian values from the Threefish test vectors. Test vectors will follow at next check-in.
Formatting of data for a failed self test was still off a bit. It was due to retaining a whitespace character from the test vector file. The problem was, the whitespace was a tab on occasion.
This will support Threefish and its 1024-bit block size. I believe this is correct, but it may be wrong. According to "Table of Low-Weight Binary Irreducible Polynomials" (http://www.hpl.hp.com/techreports/98/HPL-98-135.pdf), the polynomial is x^1024 + x^19 + x^6 + x + 1.
This will support Threefish and its 1024-bit block size. I believe this is correct, but it may be wrong. According to "Table of Low-Weight Binary Irreducible Polynomials" (http://www.hpl.hp.com/techreports/98/HPL-98-135.pdf), the polynomial is x^1024 + x^19 + x^6 + x + 1.
I believe this is correct, but it may be wrong. According to the Kalyna team, the polynomial for GCM mode is x^512 + x^8 + x^5 + x^2 + 1. It appears the polinomial applies to other block cipher modes of operations, like CMAC.Dropping the first term and evaluating the remaining terms at X=2 results in 293 (0x125)
Variable block size ciphers need the key set before they can return an accurate size for BlockSize(). This issue surfaced during Kalyna testing with authenticated encryption modes. In particular, EAX mode, which effectively uses CMAC:
AlgorithmParameters params = MakeParameters(Name::BlockSize(), 64)
(Name::IV(), ConstByteArrayParameter((const byte *)iv, 64));
EAX<Kalyna>::Encryption kalyna;
kalyna.SetKey(key, 64, params);
Jeffrey Walton
Bernhard M. Wiedemann