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sha/keccak1600.c: implement lane complementing transform
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...as discussed in section 2.2 of "Keccak implementation overview".

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Reviewed-by: Rich Salz <[email protected]>
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Andy Polyakov committed May 30, 2017
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58 changes: 58 additions & 0 deletions crypto/sha/keccak1600.c
Original file line number Diff line number Diff line change
Expand Up @@ -355,70 +355,128 @@ static void Round(uint64_t R[5][5], uint64_t A[5][5], size_t i)
C[3] = ROL64(A[3][3] ^ D[3], rhotates[3][3]);
C[4] = ROL64(A[4][4] ^ D[4], rhotates[4][4]);

#ifdef KECCAK_COMPLEMENTING_TRANSFORM
R[0][0] = C[0] ^ ( C[1] | C[2]) ^ iotas[i];
R[0][1] = C[1] ^ (~C[2] | C[3]);
R[0][2] = C[2] ^ ( C[3] & C[4]);
R[0][3] = C[3] ^ ( C[4] | C[0]);
R[0][4] = C[4] ^ ( C[0] & C[1]);
#else
R[0][0] = C[0] ^ (~C[1] & C[2]) ^ iotas[i];
R[0][1] = C[1] ^ (~C[2] & C[3]);
R[0][2] = C[2] ^ (~C[3] & C[4]);
R[0][3] = C[3] ^ (~C[4] & C[0]);
R[0][4] = C[4] ^ (~C[0] & C[1]);
#endif

C[0] = ROL64(A[0][3] ^ D[3], rhotates[0][3]);
C[1] = ROL64(A[1][4] ^ D[4], rhotates[1][4]);
C[2] = ROL64(A[2][0] ^ D[0], rhotates[2][0]);
C[3] = ROL64(A[3][1] ^ D[1], rhotates[3][1]);
C[4] = ROL64(A[4][2] ^ D[2], rhotates[4][2]);

#ifdef KECCAK_COMPLEMENTING_TRANSFORM
R[1][0] = C[0] ^ (C[1] | C[2]);
R[1][1] = C[1] ^ (C[2] & C[3]);
R[1][2] = C[2] ^ (C[3] | ~C[4]);
R[1][3] = C[3] ^ (C[4] | C[0]);
R[1][4] = C[4] ^ (C[0] & C[1]);
#else
R[1][0] = C[0] ^ (~C[1] & C[2]);
R[1][1] = C[1] ^ (~C[2] & C[3]);
R[1][2] = C[2] ^ (~C[3] & C[4]);
R[1][3] = C[3] ^ (~C[4] & C[0]);
R[1][4] = C[4] ^ (~C[0] & C[1]);
#endif

C[0] = ROL64(A[0][1] ^ D[1], rhotates[0][1]);
C[1] = ROL64(A[1][2] ^ D[2], rhotates[1][2]);
C[2] = ROL64(A[2][3] ^ D[3], rhotates[2][3]);
C[3] = ROL64(A[3][4] ^ D[4], rhotates[3][4]);
C[4] = ROL64(A[4][0] ^ D[0], rhotates[4][0]);

#ifdef KECCAK_COMPLEMENTING_TRANSFORM
R[2][0] = C[0] ^ ( C[1] | C[2]);
R[2][1] = C[1] ^ ( C[2] & C[3]);
R[2][2] = C[2] ^ (~C[3] & C[4]);
R[2][3] = ~C[3] ^ ( C[4] | C[0]);
R[2][4] = C[4] ^ ( C[0] & C[1]);
#else
R[2][0] = C[0] ^ (~C[1] & C[2]);
R[2][1] = C[1] ^ (~C[2] & C[3]);
R[2][2] = C[2] ^ (~C[3] & C[4]);
R[2][3] = C[3] ^ (~C[4] & C[0]);
R[2][4] = C[4] ^ (~C[0] & C[1]);
#endif

C[0] = ROL64(A[0][4] ^ D[4], rhotates[0][4]);
C[1] = ROL64(A[1][0] ^ D[0], rhotates[1][0]);
C[2] = ROL64(A[2][1] ^ D[1], rhotates[2][1]);
C[3] = ROL64(A[3][2] ^ D[2], rhotates[3][2]);
C[4] = ROL64(A[4][3] ^ D[3], rhotates[4][3]);

#ifdef KECCAK_COMPLEMENTING_TRANSFORM
R[3][0] = C[0] ^ ( C[1] & C[2]);
R[3][1] = C[1] ^ ( C[2] | C[3]);
R[3][2] = C[2] ^ (~C[3] | C[4]);
R[3][3] = ~C[3] ^ ( C[4] & C[0]);
R[3][4] = C[4] ^ ( C[0] | C[1]);
#else
R[3][0] = C[0] ^ (~C[1] & C[2]);
R[3][1] = C[1] ^ (~C[2] & C[3]);
R[3][2] = C[2] ^ (~C[3] & C[4]);
R[3][3] = C[3] ^ (~C[4] & C[0]);
R[3][4] = C[4] ^ (~C[0] & C[1]);
#endif

C[0] = ROL64(A[0][2] ^ D[2], rhotates[0][2]);
C[1] = ROL64(A[1][3] ^ D[3], rhotates[1][3]);
C[2] = ROL64(A[2][4] ^ D[4], rhotates[2][4]);
C[3] = ROL64(A[3][0] ^ D[0], rhotates[3][0]);
C[4] = ROL64(A[4][1] ^ D[1], rhotates[4][1]);

#ifdef KECCAK_COMPLEMENTING_TRANSFORM
R[4][0] = C[0] ^ (~C[1] & C[2]);
R[4][1] = ~C[1] ^ ( C[2] | C[3]);
R[4][2] = C[2] ^ ( C[3] & C[4]);
R[4][3] = C[3] ^ ( C[4] | C[0]);
R[4][4] = C[4] ^ ( C[0] & C[1]);
#else
R[4][0] = C[0] ^ (~C[1] & C[2]);
R[4][1] = C[1] ^ (~C[2] & C[3]);
R[4][2] = C[2] ^ (~C[3] & C[4]);
R[4][3] = C[3] ^ (~C[4] & C[0]);
R[4][4] = C[4] ^ (~C[0] & C[1]);
#endif
}

void KeccakF1600(uint64_t A[5][5])
{
uint64_t T[5][5];
size_t i;

#ifdef KECCAK_COMPLEMENTING_TRANSFORM
A[0][1] = ~A[0][1];
A[0][2] = ~A[0][2];
A[1][3] = ~A[1][3];
A[2][2] = ~A[2][2];
A[3][2] = ~A[3][2];
A[4][0] = ~A[4][0];
#endif

for (i = 0; i < 24; i += 2) {
Round(T, A, i);
Round(A, T, i + 1);
}

#ifdef KECCAK_COMPLEMENTING_TRANSFORM
A[0][1] = ~A[0][1];
A[0][2] = ~A[0][2];
A[1][3] = ~A[1][3];
A[2][2] = ~A[2][2];
A[3][2] = ~A[3][2];
A[4][0] = ~A[4][0];
#endif
}

#else
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