public BigInteger BerechneMessageAnhandEinesChiffratsUndPublicKeys(public_key publicKeyVonA, public_key publicKeyVonB, BigInteger chiffre)
{
p = BerechneP(publicKeyVonA, publicKeyVonB);
q1 = BerechneQ1(publicKeyVonA, p);
q2 = BerechneQ2(publicKeyVonB, p);
a = publicKeyVonA.e;
b = BerechneB(p, q1);
EuclidExtendedSolution solution = BerechneEEALösung(a, b);
M = BerechneMessage(publicKeyVonA, chiffre, solution);
return(M);
}
public BigInteger BerechneMessage(public_key publicKeyVonA, BigInteger chiffre, EuclidExtendedSolution solution)
{
return(BigInteger.ModPow(chiffre, solution.X, publicKeyVonA.N));
}
public BigInteger BerechneChiffrat(public_key publicKeyVonA, BigInteger M)
{
return(BigInteger.ModPow(M, publicKeyVonA.e, publicKeyVonA.N));
}
public BigInteger BerechneQ2(public_key publicKeyVonB, BigInteger p)
{
return(publicKeyVonB.N / p);
}
public static BigInteger BerechneQ1(public_key publicKeyVonA, BigInteger p)
{
return(publicKeyVonA.N / p);
}
public static BigInteger BerechneP(public_key publicKeyVonA, public_key publicKeyVonB)
{
return(BigInteger.GreatestCommonDivisor(publicKeyVonA.N, publicKeyVonB.N));
}
