| public genCoPrime ( int bits, Random rand ) : BigInteger | ||
| bits | int | |
| rand | Random | |
| return | BigInteger | |
public void TestGenCoPrime()
{
{ // Test small values
var bi = new BigInteger();
var rng = new RNGCryptoServiceProvider();
bi.genRandomBits(100, rng);
var coprime = bi.genCoPrime(10, rng);
Assert.IsTrue((bi.gcd(coprime)).getBytes()[0] == 1);
}
{ // Test arbitrary values
var bi = new BigInteger();
var rng = new RNGCryptoServiceProvider();
var rand = new Random();
bi.genRandomBits(rand.Next(2241), rng);
var coprime = bi.genCoPrime(rand.Next(2241), rng);
Assert.IsTrue((bi.gcd(coprime)).getBytes()[0] == 1);
}
}
public void TestGenCoPrime()
{
{ // Test small values
var bi = new BigInteger();
var rng = new RNGCryptoServiceProvider();
bi.genRandomBits(100, rng);
var coprime = bi.genCoPrime(10, rng);
Assert.Equal(1, (bi.gcd(coprime)).getBytes()[0]);
}
// Test arbitrary values
for (int i = 0; i < 99; i++)
{
var bi = new BigInteger();
var rng = new RNGCryptoServiceProvider();
var rand = new Random();
bi.genRandomBits(rand.Next(1, 32 * 69 + 1), rng);
var coprime = bi.genCoPrime(rand.Next(1, 2241), rng);
Assert.Equal(1, (bi.gcd(coprime)).getBytes()[0]);
}
}
public void init(int keysize = 512)
{
Random rand = new Random();
m_e = m_pq.genCoPrime(keysize, rand);
m_d = m_e.modInverse(m_pq);
}
///Encrypts plaintext m. Ciphertext em = g^m * r^n mod n^2.
///<param name="m">plaintext</param>
///<returns>ciphertext em</returns>
public BigInteger Encryption(BigInteger m)
{
//generates random input r
BigInteger r = m.genCoPrime(bitLength, new Random());
BigInteger em = ((g.modPow(m, nsqr)) * (r.modPow(n, nsqr))) % nsqr;
return(em);
}
