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| author | Kévin Le Gouguec <kevin.legouguec@airbus.com> | 2019-03-22 10:38:19 +0100 |
|---|---|---|
| committer | Kévin Le Gouguec <kevin.legouguec@airbus.com> | 2019-03-22 10:38:19 +0100 |
| commit | bac28f498c5fee10720c8ed71988434e05d9197f (patch) | |
| tree | 017de97abfb609163669a89c754bb813c50ec891 /python/multiplications.py | |
| parent | dd934c63386c8fa22a5b0944e0256c435d55938c (diff) | |
| download | lilliput-ae-implem-bac28f498c5fee10720c8ed71988434e05d9197f.tar.xz | |
[implem-python] Création d'un paquet "lilliput"
Diffstat (limited to 'python/multiplications.py')
| -rw-r--r-- | python/multiplications.py | 186 |
1 files changed, 0 insertions, 186 deletions
diff --git a/python/multiplications.py b/python/multiplications.py deleted file mode 100644 index c5f1e44..0000000 --- a/python/multiplications.py +++ /dev/null @@ -1,186 +0,0 @@ - -# Multiply by matrix M -def _multiplyM(lane): - multiplied_lane = [lane[(byte-1) % 8] for byte in range(0, 8)] - - multiplied_lane[2] ^= ((lane[6] << 2) & 0xff) - multiplied_lane[4] ^= ((lane[4] >> 3) & 0xff) - multiplied_lane[5] ^= ((lane[5] << 3) & 0xff) - - return multiplied_lane - -def _multiplyM2(lane): - multiplied_lane = [lane[(byte-2) % 8] for byte in range(0, 8)] - - multiplied_lane[2] ^= ((lane[5] << 2) & 0xff) - multiplied_lane[3] ^= ((lane[6] << 2) & 0xff) - multiplied_lane[4] ^= ((lane[3] >> 3) & 0xff) ^ ((lane[4] >> 6) & 0xff) - multiplied_lane[5] ^= ((lane[5] << 6) & 0xff) - multiplied_lane[6] ^= ((lane[5] << 3) & 0xff) - - # binary matrix M1 - multi_mat_l4_m1 = 0 - l4 = lane[4] - multi_mat_l4_m1 ^= ((l4 & 0x8) >> 3) - multi_mat_l4_m1 ^= ((l4 & 0x10) >> 3) - multi_mat_l4_m1 ^= ((l4 & 0x20) >> 3) - multi_mat_l4_m1 ^= ((l4 & 0x40) >> 3) ^ ((l4 & 0x1) << 3) - multi_mat_l4_m1 ^= ((l4 & 0x80) >> 3) ^ ((l4 & 0x2) << 3) - multi_mat_l4_m1 ^= ((l4 & 0x04) << 3) - multi_mat_l4_m1 ^= ((l4 & 0x08) << 3) - multi_mat_l4_m1 ^= ((l4 & 0x10) << 3) - - multiplied_lane[5] ^= multi_mat_l4_m1 - - return multiplied_lane - - -def _multiplyM3(lane): - multiplied_lane = [lane[(byte-3) % 8] for byte in range(0, 8)] - - multiplied_lane[2] ^= ((lane[4] << 2) & 0xff) ^ ((lane[5] << 5) & 0xff) - multiplied_lane[3] ^= ((lane[5] << 2) & 0xff) - multiplied_lane[4] ^= ((lane[2] >> 3) & 0xff) ^ ((lane[3] >> 6) & 0xff) ^ ((lane[6] << 2) & 0xff) - multiplied_lane[6] ^= ((lane[5] << 6) & 0xff) - multiplied_lane[7] ^= ((lane[5] << 3) & 0xff) - - # binary matrix M1 - multi_mat_l3_m1 = 0 - l3 = lane[3] - multi_mat_l3_m1 ^= ((l3 & 0x8) >> 3) - multi_mat_l3_m1 ^= ((l3 & 0x10) >> 3) - multi_mat_l3_m1 ^= ((l3 & 0x20) >> 3) - multi_mat_l3_m1 ^= ((l3 & 0x40) >> 3) ^ ((l3 & 0x1) << 3) - multi_mat_l3_m1 ^= ((l3 & 0x80) >> 3) ^ ((l3 & 0x2) << 3) - multi_mat_l3_m1 ^= ((l3 & 0x04) << 3) - multi_mat_l3_m1 ^= ((l3 & 0x08) << 3) - multi_mat_l3_m1 ^= ((l3 & 0x10) << 3) - - # binary matrix M1 - multi_mat_l4_m1 = 0 - l4 = lane[4] - multi_mat_l4_m1 ^= ((l4 & 0x8) >> 3) - multi_mat_l4_m1 ^= ((l4 & 0x10) >> 3) - multi_mat_l4_m1 ^= ((l4 & 0x20) >> 3) - multi_mat_l4_m1 ^= ((l4 & 0x40) >> 3) ^ ((l4 & 0x1) << 3) - multi_mat_l4_m1 ^= ((l4 & 0x80) >> 3) ^ ((l4 & 0x2) << 3) - multi_mat_l4_m1 ^= ((l4 & 0x04) << 3) - multi_mat_l4_m1 ^= ((l4 & 0x08) << 3) - multi_mat_l4_m1 ^= ((l4 & 0x10) << 3) - - # binary matrix M2 - multi_mat_l4_m2 = 0 - l4 = lane[4] - multi_mat_l4_m2 ^= ((l4 & 0x40) >> 6) - multi_mat_l4_m2 ^= ((l4 & 0x80) >> 6) - multi_mat_l4_m2 ^= (l4 & 0x08) - multi_mat_l4_m2 ^= (l4 & 0x10) - multi_mat_l4_m2 ^= (l4 & 0x20) - multi_mat_l4_m2 ^= (l4 & 0x40) ^ ((l4 & 0x1) << 6) - multi_mat_l4_m2 ^= (l4 & 0x80) ^ ((l4 & 0x2) << 6) - - - multiplied_lane[5] ^= multi_mat_l3_m1 ^ multi_mat_l4_m2 - multiplied_lane[6] ^= multi_mat_l4_m1 - - return multiplied_lane - - -def _multiplyMR(lane): - multiplied_lane = [lane[(byte+1) % 8] for byte in range(0, 8)] - - multiplied_lane[2] ^= ((lane[4] >> 3) & 0xff) - multiplied_lane[4] ^= ((lane[6] << 3) & 0xff) - multiplied_lane[5] ^= ((lane[3] << 2) & 0xff) - - return multiplied_lane - - -def _multiplyMR2(lane): - multiplied_lane = [lane[(byte+2) % 8] for byte in range(0, 8)] - - multiplied_lane[1] ^= ((lane[4] >> 3) & 0xff) - multiplied_lane[2] ^= ((lane[5] >> 3) & 0xff) - multiplied_lane[3] ^= ((lane[6] << 3) & 0xff) - multiplied_lane[4] ^= ((lane[3] << 2) & 0xff) ^ ((lane[7] << 3) & 0xff) - multiplied_lane[5] ^= ((lane[4] << 2) & 0xff) - - - # binary matrix m3 - multi_mat_l6_m3 = 0 - l6 = lane[6] - multi_mat_l6_m3 ^= (l6 & 0x1) - multi_mat_l6_m3 ^= (l6 & 0x2) - multi_mat_l6_m3 ^= (l6 & 0x4) - multi_mat_l6_m3 ^= (l6 & 0x8) - multi_mat_l6_m3 ^= (l6 & 0x10) - - - multiplied_lane[2] ^= multi_mat_l6_m3 - - return multiplied_lane - -def _multiplyMR3(lane): - multiplied_lane = [lane[(byte+3) % 8] for byte in range(0, 8)] - - multiplied_lane[0] ^= ((lane[4] >> 3) & 0xff) - multiplied_lane[1] ^= ((lane[5] >> 3) & 0xff) - multiplied_lane[3] ^= ((lane[3] << 2) & 0xff) ^ ((lane[7] << 3) & 0xff) - multiplied_lane[4] ^= ((lane[0] << 3) & 0xff) ^ ((lane[4] << 2) & 0xff) - multiplied_lane[5] ^= ((lane[5] << 2) & 0xff) ^ ((lane[6] << 5) & 0xff) - - # binary matrix m3 - multi_mat_l6_m3 = 0 - l6 = lane[6] - multi_mat_l6_m3 ^= (l6 & 0x1) - multi_mat_l6_m3 ^= (l6 & 0x2) - multi_mat_l6_m3 ^= (l6 & 0x4) - multi_mat_l6_m3 ^= (l6 & 0x8) - multi_mat_l6_m3 ^= (l6 & 0x10) - - # binary matrix m3 - multi_mat_l7_m3 = 0 - l7 = lane[7] - multi_mat_l7_m3 ^= (l7 & 0x1) - multi_mat_l7_m3 ^= (l7 & 0x2) - multi_mat_l7_m3 ^= (l7 & 0x4) - multi_mat_l7_m3 ^= (l7 & 0x8) - multi_mat_l7_m3 ^= (l7 & 0x10) - - # binary matrix m4 - multi_mat_l3_m4 = 0 - l3 = lane[3] - multi_mat_l3_m4 ^= ((l3 & 0x2) >> 1) - multi_mat_l3_m4 ^= ((l3 & 0x4) >> 1) - multi_mat_l3_m4 ^= ((l3 & 0x8) >> 1) - multi_mat_l3_m4 ^= ((l3 & 0x10) >> 1) - multi_mat_l3_m4 ^= ((l3 & 0x20) >> 1) - - # binary matrix m1 for MR - multi_mat_l6_m1 = 0 - l6 = lane[6] - multi_mat_l6_m1 ^= ((l6 & 0x8) >> 3) - multi_mat_l6_m1 ^= ((l6 & 0x10) >> 3) - multi_mat_l6_m1 ^= ((l6 & 0x20) >> 3) - multi_mat_l6_m1 ^= ((l6 & 0x40) >> 3) ^ ((l6 & 0x1) << 3) - multi_mat_l6_m1 ^= ((l6 & 0x80) >> 3) ^ ((l6 & 0x2) << 3) - multi_mat_l6_m1 ^= ((l6 & 0x4) << 3) - multi_mat_l6_m1 ^= ((l6 & 0x8) << 3) - multi_mat_l6_m1 ^= ((l6 & 0x10) << 3) - - - multiplied_lane[1] ^= multi_mat_l6_m3 - multiplied_lane[2] ^= multi_mat_l3_m4 ^ multi_mat_l6_m1 ^ multi_mat_l7_m3 - - return multiplied_lane - - -ALPHAS = ( - list, # Identity. - _multiplyM, - _multiplyM2, - _multiplyM3, - _multiplyMR, - _multiplyMR2, - _multiplyMR3 -) |
