All Downloads are FREE. Search and download functionalities are using the official Maven repository.

org.bouncycastle.crypto.digests.KeccakDigest Maven / Gradle / Ivy

Go to download

The Bouncy Castle Crypto package is a Java implementation of cryptographic algorithms. This jar contains JCE provider and lightweight API for the Bouncy Castle Cryptography APIs for JDK 1.4.

There is a newer version: 1.79
Show newest version
package org.bouncycastle.crypto.digests;

import org.bouncycastle.crypto.ExtendedDigest;
import org.bouncycastle.util.Arrays;
import org.bouncycastle.util.Pack;

/**
 * implementation of Keccak based on following KeccakNISTInterface.c from http://keccak.noekeon.org/
 * 

* Following the naming conventions used in the C source code to enable easy review of the implementation. */ public class KeccakDigest implements ExtendedDigest { private static long[] KeccakRoundConstants = keccakInitializeRoundConstants(); private static int[] KeccakRhoOffsets = keccakInitializeRhoOffsets(); private static long[] keccakInitializeRoundConstants() { long[] keccakRoundConstants = new long[24]; byte[] LFSRstate = new byte[1]; LFSRstate[0] = 0x01; int i, j, bitPosition; for (i = 0; i < 24; i++) { keccakRoundConstants[i] = 0; for (j = 0; j < 7; j++) { bitPosition = (1 << j) - 1; if (LFSR86540(LFSRstate)) { keccakRoundConstants[i] ^= 1L << bitPosition; } } } return keccakRoundConstants; } private static boolean LFSR86540(byte[] LFSR) { boolean result = (((LFSR[0]) & 0x01) != 0); if (((LFSR[0]) & 0x80) != 0) { LFSR[0] = (byte)(((LFSR[0]) << 1) ^ 0x71); } else { LFSR[0] <<= 1; } return result; } private static int[] keccakInitializeRhoOffsets() { int[] keccakRhoOffsets = new int[25]; int x, y, t, newX, newY; keccakRhoOffsets[(((0) % 5) + 5 * ((0) % 5))] = 0; x = 1; y = 0; for (t = 0; t < 24; t++) { keccakRhoOffsets[(((x) % 5) + 5 * ((y) % 5))] = ((t + 1) * (t + 2) / 2) % 64; newX = (0 * x + 1 * y) % 5; newY = (2 * x + 3 * y) % 5; x = newX; y = newY; } return keccakRhoOffsets; } protected long[] state = new long[(1600 / 64)]; protected byte[] dataQueue = new byte[(1536 / 8)]; protected int rate; protected int bitsInQueue; protected int fixedOutputLength; protected boolean squeezing; public KeccakDigest() { this(288); } public KeccakDigest(int bitLength) { init(bitLength); } public KeccakDigest(KeccakDigest source) { System.arraycopy(source.state, 0, this.state, 0, source.state.length); System.arraycopy(source.dataQueue, 0, this.dataQueue, 0, source.dataQueue.length); this.rate = source.rate; this.bitsInQueue = source.bitsInQueue; this.fixedOutputLength = source.fixedOutputLength; this.squeezing = source.squeezing; } public String getAlgorithmName() { return "Keccak-" + fixedOutputLength; } public int getDigestSize() { return fixedOutputLength / 8; } public void update(byte in) { absorb(new byte[]{ in }, 0, 1); } public void update(byte[] in, int inOff, int len) { absorb(in, inOff, len); } public int doFinal(byte[] out, int outOff) { squeeze(out, outOff, fixedOutputLength); reset(); return getDigestSize(); } /* * TODO Possible API change to support partial-byte suffixes. */ protected int doFinal(byte[] out, int outOff, byte partialByte, int partialBits) { if (partialBits > 0) { absorbBits(partialByte, partialBits); } squeeze(out, outOff, fixedOutputLength); reset(); return getDigestSize(); } public void reset() { init(fixedOutputLength); } /** * Return the size of block that the compression function is applied to in bytes. * * @return internal byte length of a block. */ public int getByteLength() { return rate / 8; } private void init(int bitLength) { switch (bitLength) { case 128: case 224: case 256: case 288: case 384: case 512: initSponge(1600 - (bitLength << 1)); break; default: throw new IllegalArgumentException("bitLength must be one of 128, 224, 256, 288, 384, or 512."); } } private void initSponge(int rate) { if ((rate <= 0) || (rate >= 1600) || ((rate % 64) != 0)) { throw new IllegalStateException("invalid rate value"); } this.rate = rate; for (int i = 0; i < state.length; ++i) { state[i] = 0L; } Arrays.fill(this.dataQueue, (byte)0); this.bitsInQueue = 0; this.squeezing = false; this.fixedOutputLength = (1600 - rate) / 2; } protected void absorb(byte[] data, int off, int len) { if ((bitsInQueue % 8) != 0) { throw new IllegalStateException("attempt to absorb with odd length queue"); } if (squeezing) { throw new IllegalStateException("attempt to absorb while squeezing"); } int bytesInQueue = bitsInQueue >> 3; int rateBytes = rate >> 3; int count = 0; while (count < len) { if (bytesInQueue == 0 && count <= (len - rateBytes)) { do { KeccakAbsorb(data, off + count); count += rateBytes; } while (count <= (len - rateBytes)); } else { int partialBlock = Math.min(rateBytes - bytesInQueue, len - count); System.arraycopy(data, off + count, dataQueue, bytesInQueue, partialBlock); bytesInQueue += partialBlock; count += partialBlock; if (bytesInQueue == rateBytes) { KeccakAbsorb(dataQueue, 0); bytesInQueue = 0; } } } bitsInQueue = bytesInQueue << 3; } protected void absorbBits(int data, int bits) { if (bits < 1 || bits > 7) { throw new IllegalArgumentException("'bits' must be in the range 1 to 7"); } if ((bitsInQueue % 8) != 0) { throw new IllegalStateException("attempt to absorb with odd length queue"); } if (squeezing) { throw new IllegalStateException("attempt to absorb while squeezing"); } int mask = (1 << bits) - 1; dataQueue[bitsInQueue >> 3] = (byte)(data & mask); // NOTE: After this, bitsInQueue is no longer a multiple of 8, so no more absorbs will work bitsInQueue += bits; } private void padAndSwitchToSqueezingPhase() { dataQueue[bitsInQueue >> 3] |= (byte)(1L << (bitsInQueue & 7)); if (++bitsInQueue == rate) { KeccakAbsorb(dataQueue, 0); bitsInQueue = 0; } { int full = bitsInQueue >> 6, partial = bitsInQueue & 63; int off = 0; for (int i = 0; i < full; ++i) { state[i] ^= Pack.littleEndianToLong(dataQueue, off); off += 8; } if (partial > 0) { long mask = (1L << partial) - 1L; state[full] ^= Pack.littleEndianToLong(dataQueue, off) & mask; } state[(rate - 1) >> 6] ^= (1L << 63); } KeccakPermutation(); // displayIntermediateValues.displayText(1, "--- Switching to squeezing phase ---"); KeccakExtract(); bitsInQueue = rate; // displayIntermediateValues.displayBytes(1, "Block available for squeezing", dataQueue, bitsInQueue / 8); squeezing = true; } protected void squeeze(byte[] output, int offset, long outputLength) { if (!squeezing) { padAndSwitchToSqueezingPhase(); } if ((outputLength % 8) != 0) { throw new IllegalStateException("outputLength not a multiple of 8"); } long i = 0; while (i < outputLength) { if (bitsInQueue == 0) { KeccakPermutation(); KeccakExtract(); bitsInQueue = rate; // displayIntermediateValues.displayBytes(1, "Block available for squeezing", dataQueue, bitsAvailableForSqueezing / 8); } int partialBlock = (int)Math.min((long)bitsInQueue, outputLength - i); System.arraycopy(dataQueue, (rate - bitsInQueue) / 8, output, offset + (int)(i / 8), partialBlock / 8); bitsInQueue -= partialBlock; i += partialBlock; } } private void KeccakAbsorb(byte[] data, int off) { int count = rate >> 6; for (int i = 0; i < count; ++i) { state[i] ^= Pack.littleEndianToLong(data, off); off += 8; } KeccakPermutation(); } private void KeccakExtract() { Pack.longToLittleEndian(state, 0, rate >> 6, dataQueue, 0); } private void KeccakPermutation() { // displayIntermediateValues.displayStateAs64bitWords(3, "Same, with lanes as 64-bit words", state); for (int i = 0; i < 24; i++) { // displayIntermediateValues.displayRoundNumber(3, i); theta(state); // displayIntermediateValues.displayStateAs64bitWords(3, "After theta", state); rho(state); // displayIntermediateValues.displayStateAs64bitWords(3, "After rho", state); pi(state); // displayIntermediateValues.displayStateAs64bitWords(3, "After pi", state); chi(state); // displayIntermediateValues.displayStateAs64bitWords(3, "After chi", state); iota(state, i); // displayIntermediateValues.displayStateAs64bitWords(3, "After iota", state); } } private static long leftRotate(long v, int r) { return (v << r) | (v >>> -r); } private static void theta(long[] A) { long C0 = A[0 + 0] ^ A[0 + 5] ^ A[0 + 10] ^ A[0 + 15] ^ A[0 + 20]; long C1 = A[1 + 0] ^ A[1 + 5] ^ A[1 + 10] ^ A[1 + 15] ^ A[1 + 20]; long C2 = A[2 + 0] ^ A[2 + 5] ^ A[2 + 10] ^ A[2 + 15] ^ A[2 + 20]; long C3 = A[3 + 0] ^ A[3 + 5] ^ A[3 + 10] ^ A[3 + 15] ^ A[3 + 20]; long C4 = A[4 + 0] ^ A[4 + 5] ^ A[4 + 10] ^ A[4 + 15] ^ A[4 + 20]; long dX = leftRotate(C1, 1) ^ C4; A[0] ^= dX; A[5] ^= dX; A[10] ^= dX; A[15] ^= dX; A[20] ^= dX; dX = leftRotate(C2, 1) ^ C0; A[1] ^= dX; A[6] ^= dX; A[11] ^= dX; A[16] ^= dX; A[21] ^= dX; dX = leftRotate(C3, 1) ^ C1; A[2] ^= dX; A[7] ^= dX; A[12] ^= dX; A[17] ^= dX; A[22] ^= dX; dX = leftRotate(C4, 1) ^ C2; A[3] ^= dX; A[8] ^= dX; A[13] ^= dX; A[18] ^= dX; A[23] ^= dX; dX = leftRotate(C0, 1) ^ C3; A[4] ^= dX; A[9] ^= dX; A[14] ^= dX; A[19] ^= dX; A[24] ^= dX; } private static void rho(long[] A) { // KeccakRhoOffsets[0] == 0 for (int x = 1; x < 25; x++) { A[x] = leftRotate(A[x], KeccakRhoOffsets[x]); } } private static void pi(long[] A) { long a1 = A[1]; A[1] = A[6]; A[6] = A[9]; A[9] = A[22]; A[22] = A[14]; A[14] = A[20]; A[20] = A[2]; A[2] = A[12]; A[12] = A[13]; A[13] = A[19]; A[19] = A[23]; A[23] = A[15]; A[15] = A[4]; A[4] = A[24]; A[24] = A[21]; A[21] = A[8]; A[8] = A[16]; A[16] = A[5]; A[5] = A[3]; A[3] = A[18]; A[18] = A[17]; A[17] = A[11]; A[11] = A[7]; A[7] = A[10]; A[10] = a1; } private static void chi(long[] A) { long chiC0, chiC1, chiC2, chiC3, chiC4; for (int yBy5 = 0; yBy5 < 25; yBy5 += 5) { chiC0 = A[0 + yBy5] ^ ((~A[(((0 + 1) % 5) + yBy5)]) & A[(((0 + 2) % 5) + yBy5)]); chiC1 = A[1 + yBy5] ^ ((~A[(((1 + 1) % 5) + yBy5)]) & A[(((1 + 2) % 5) + yBy5)]); chiC2 = A[2 + yBy5] ^ ((~A[(((2 + 1) % 5) + yBy5)]) & A[(((2 + 2) % 5) + yBy5)]); chiC3 = A[3 + yBy5] ^ ((~A[(((3 + 1) % 5) + yBy5)]) & A[(((3 + 2) % 5) + yBy5)]); chiC4 = A[4 + yBy5] ^ ((~A[(((4 + 1) % 5) + yBy5)]) & A[(((4 + 2) % 5) + yBy5)]); A[0 + yBy5] = chiC0; A[1 + yBy5] = chiC1; A[2 + yBy5] = chiC2; A[3 + yBy5] = chiC3; A[4 + yBy5] = chiC4; } } private static void iota(long[] A, int indexRound) { A[0] ^= KeccakRoundConstants[indexRound]; } }





© 2015 - 2024 Weber Informatics LLC | Privacy Policy