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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 Java 1.8 and later with debug enabled.
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package org.bouncycastle.pqc.crypto.rainbow;
import java.security.SecureRandom;
import org.bouncycastle.util.Arrays;
class RainbowPublicMap
{
private ComputeInField cf;
private RainbowParameters params;
private final int num_gf_elements = 256;
public RainbowPublicMap(RainbowParameters params)
{
this.cf = new ComputeInField();
this.params = params;
}
private short[][] compute_accumulator(short[] x, short[] y, short[][][] a, int dim)
{
short[][] accu = new short[num_gf_elements][dim];
short[] tmp;
if (y.length != a[0].length ||
x.length != a[0][0].length ||
a.length != dim)
{
throw new RuntimeException("Accumulator calculation not possible!");
}
for (int i = 0; i < y.length; i++)
{
tmp = cf.multVect(y[i], x);
for (int j = 0; j < x.length; j++)
{
for (int k = 0; k < a.length; k++)
{
int index = tmp[j];
if (index != 0)
{
accu[index][k] = GF2Field.addElem(accu[index][k], a[k][i][j]);
}
}
}
}
return accu;
}
private short[] add_and_reduce(short[][] accu)
{
int m = this.params.getM();
short[] tmp;
short[] ret = new short[m];
for (int b = 0; b < 8; b++)
{
int accu_bit = (int)Math.pow(2, b);
tmp = new short[m];
for (int i = accu_bit; i < num_gf_elements; i += accu_bit * 2)
{
for (int j = 0; j < accu_bit; j++)
{
tmp = cf.addVect(tmp, accu[i + j]);
}
}
ret = cf.addVect(ret, cf.multVect((short)accu_bit, tmp));
}
return ret;
}
public short[] publicMap(RainbowPublicKeyParameters pk, short[] signature)
{
short[][] accu = compute_accumulator(signature, signature, pk.pk, params.getM());
return add_and_reduce(accu);
}
public short[] publicMap_cyclic(RainbowPublicKeyParameters pk, short[] signature)
{
int v1 = params.getV1();
int o1 = params.getO1();
int o2 = params.getO2();
short[][][] tmp;
short[][] accu_l1;
short[][] accu_l2;
short[][] accu = new short[num_gf_elements][o1 + o2];
short[] sig_v1 = Arrays.copyOfRange(signature, 0, v1);
short[] sig_o1 = Arrays.copyOfRange(signature, v1, v1 + o1);
short[] sig_o2 = Arrays.copyOfRange(signature, v1 + o1, signature.length);
SecureRandom pk_random = new RainbowDRBG(pk.pk_seed, pk.getParameters().getHash_algo());
// layer 1
tmp = RainbowUtil.generate_random(pk_random, o1, v1, v1, true); // l1_Q1
accu_l1 = compute_accumulator(sig_v1, sig_v1, tmp, o1);
tmp = RainbowUtil.generate_random(pk_random, o1, v1, o1, false); // l1_Q2
accu_l1 = cf.addMatrix(accu_l1, compute_accumulator(sig_o1, sig_v1, tmp, o1));
accu_l1 = cf.addMatrix(accu_l1, compute_accumulator(sig_o2, sig_v1, pk.l1_Q3, o1));
accu_l1 = cf.addMatrix(accu_l1, compute_accumulator(sig_o1, sig_o1, pk.l1_Q5, o1));
accu_l1 = cf.addMatrix(accu_l1, compute_accumulator(sig_o2, sig_o1, pk.l1_Q6, o1));
accu_l1 = cf.addMatrix(accu_l1, compute_accumulator(sig_o2, sig_o2, pk.l1_Q9, o1));
// layer 2
tmp = RainbowUtil.generate_random(pk_random, o2, v1, v1, true); // l2_Q1
accu_l2 = compute_accumulator(sig_v1, sig_v1, tmp, o2);
tmp = RainbowUtil.generate_random(pk_random, o2, v1, o1, false); // l2_Q2
accu_l2 = cf.addMatrix(accu_l2, compute_accumulator(sig_o1, sig_v1, tmp, o2));
tmp = RainbowUtil.generate_random(pk_random, o2, v1, o2, false); // l2_Q3
accu_l2 = cf.addMatrix(accu_l2, compute_accumulator(sig_o2, sig_v1, tmp, o2));
tmp = RainbowUtil.generate_random(pk_random, o2, o1, o1, true); // l2_Q5
accu_l2 = cf.addMatrix(accu_l2, compute_accumulator(sig_o1, sig_o1, tmp, o2));
tmp = RainbowUtil.generate_random(pk_random, o2, o1, o2, false); // l2_Q6
accu_l2 = cf.addMatrix(accu_l2, compute_accumulator(sig_o2, sig_o1, tmp, o2));
accu_l2 = cf.addMatrix(accu_l2, compute_accumulator(sig_o2, sig_o2, pk.l2_Q9, o2));
for (int i = 0; i < num_gf_elements; i++)
{
accu[i] = Arrays.concatenate(accu_l1[i], accu_l2[i]);
}
return add_and_reduce(accu);
}
}