//public override bool Execute(ref QSData data)
//{
// base.Execute(ref data);
// long sqrt = (long)Math.Floor(Math.Sqrt(m_QSData.N)) + 1;
// ControlHandler.SetPropertyValue(
// m_lblInfo,
// "Text",
// "Die Quadratwurzel aus " + m_QSData.N.ToString("D") + " ist " + Math.Sqrt(m_QSData.N).ToString("N") + " ≈ " + sqrt);
// int counter = 0;
// for (long i = data.From; i <= data.To; i++)
// {
// ControlHandler.AddRowDefintion(Grid, 1, GridUnitType.Auto);
// string a = StringFormat.FormatDoubleToIntString((sqrt + i)) + "²";
// string aminus1 = StringFormat.FormatDoubleToIntString((Math.Pow((sqrt + i), 2) - m_QSData.N));
// data.Add(new QuadraticPair(sqrt + i, ((long)Math.Pow((sqrt + i), 2) - m_QSData.N)));
// ControlHandler.ExecuteMethod(
// this,
// "AddToGrid",
// new object[] { Grid, a, counter + 1, 0, 0, 0 });
// ControlHandler.ExecuteMethod(
// this,
// "AddToGrid",
// new object[] { Grid, aminus1, counter + 1, 1, 0, 0 });
// counter++;
// Thread.Sleep(m_Delay);
// }
// return true;
//}
public override QSResult Execute(ref QSData data)
{
base.Execute(ref data);
long sqrt = (long)Math.Ceiling(Math.Sqrt(m_QSData.N));
String msg = String.Format(Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step1_squareroot, m_QSData.N, Math.Sqrt(m_QSData.N).ToString("N"), sqrt, data.From, data.To);
ControlHandler.SetPropertyValue(m_lblInfo, "Text", msg);
int counter = 2;
for (long i = data.From; i <= data.To; i++)
{
int a = (int)i;
int b = (int)(a * a - m_QSData.N);
data.Add(new QuadraticPair(a, b));
ControlHandler.AddColumnDefintion(Grid, 1, GridUnitType.Auto);
base.AddToGrid(Grid, a.ToString() + "²", 0, counter);
base.AddToGrid(Grid, b.ToString(), 1, counter);
counter++;
//Thread.Sleep(m_Delay);
}
return(QSResult.Ok);
}
public QuadraticSieveControl()
{
InitializeComponent();
m_State = QSResult.Ok;
stepwise = false;
resetEvent = new ManualResetEvent(false);
m_Count = 10;
m_Step1 = new Step1(gridFirstStep, lblInfoStep1);
m_Step2 = new Step2(gridSecondStep, lblInfoStep2);
m_Step2.PreStep();
m_Step3 = new Step3(gridThirdStep, lblInfoStep3);
m_Step3.PreStep();
m_Step4 = new Step4(gridFourthStep, lblInfoStep4);
m_Step4.FoundFactor += new FoundFactor(m_Step4_FoundFactor);
m_Step4.PreStep();
m_Data = new QSData();
m_Factors = new Dictionary <PrimesBigInteger, PrimesBigInteger>();
//m_Data.From = -41;
//m_Data.To = 41;
}
public override QSResult Execute(ref QSData data)
{
IList <int> m_Factors = data.CalculateFactorBase();
StringBuilder fb = new StringBuilder();
foreach (int i in m_Factors)
{
if (fb.Length > 0)
{
fb.Append(",");
}
fb.Append(i);
}
ControlHandler.SetPropertyValue(
m_lblInfo,
"Text",
string.Format(Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step2_B, data.B, fb.ToString()));
IList <long> list = new List <long>();
int counter = 1;
foreach (QuadraticPair pair in data)
{
ControlHandler.AddRowDefintion(Grid, 1, GridUnitType.Auto);
AddToGrid(Grid, pair.A.ToString(), counter, 0, 0, 0);
AddToGrid(Grid, pair.B.ToString(), counter, 1, 0, 0);
TextBlock tb = AddTextBlock(counter, 2);
StringBuilder sb = new StringBuilder();
long b = pair.B;
if (b < 0)
{
b = -b;
pair.AddExponent(-1, 1);
sb.Append("-1");
}
if (b != 0)
{
for (int i = 0; i < m_Factors.Count; i++)
{
int f = m_Factors[i];
int exp = 0;
while (b % f == 0)
{
b /= f;
exp++;
}
if (exp > 0)
{
if (sb.Length > 0)
{
sb.Append(" * ");
}
sb.Append(f);
if (exp > 1)
{
sb.Append("^" + exp);
}
}
pair.AddExponent(f, exp);
}
}
if (b > 1 && sb.Length > 0)
{
sb.Append(" * " + b);
}
ControlHandler.SetPropertyValue(tb, "Text", sb.ToString());
pair.IsBSmooth = (b == 1) || (b == 0);
string s = pair.IsBSmooth ? Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step2_yes : Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step2_no;
ControlHandler.ExecuteMethod(this, "AddToGrid", new object[] { Grid, s, counter++, 3, 0, 0 });
Thread.Sleep(m_Delay);
}
return(QSResult.Ok);
}
public override QSResult Execute(ref QSData data)
{
int counter = 0;
IList <QuadraticPair> pairs = data.BSmooth;
bool foundquadratic = false;
ControlHandler.SetPropertyValue(
m_lblInfo,
"Text",
string.Format(Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step3_smooth, pairs.Count));
//
// Suche nach glatten Werten, die selbst schon Quadrat sind
//
foreach (QuadraticPair pair in pairs)
{
String msg;
if (data.IsIgnored(PrimesBigInteger.ValueOf(pair.B)))
{
pair.QuadraticStatus = QuadraticStatus.Ignore;
}
if (pair.QuadraticStatus == QuadraticStatus.Ignore)
{
msg = String.Format(Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step3_ignored, pair.B);
}
else
{
int sqrt = (int)Math.Sqrt(pair.B);
if (sqrt * sqrt == pair.B)
{
foundquadratic = true;
pair.QuadraticStatus = QuadraticStatus.Quadratic;
msg = String.Format(Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step3_issquare, pair.B, pair.B, sqrt);
}
else
{
msg = String.Format(Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step3_isnotsquare, pair.B);
}
}
ControlHandler.AddRowDefintion(Grid, 1, GridUnitType.Auto);
ControlHandler.ExecuteMethod(this, "AddToGrid", new object[] { Grid, msg.ToString(), counter++, 0, 0, 0 });
if (foundquadratic)
{
return(QSResult.Ok);
}
}
//
// Suche nach Produkten von glatten Werten, die ein Quadrat ergeben
//
int pslen = (int)Math.Pow(2, pairs.Count);
for (int i = 1; i < pslen; i++)
{
MyInteger mi = new MyInteger(i);
if (mi.BitCount <= 1)
{
continue;
}
StringBuilder msg = new StringBuilder();
int[] indices = mi.GetIndices();
long erg = 1;
foreach (int j in indices)
{
if (msg.Length > 0)
{
msg.Append(" * ");
}
msg.Append(pairs[j].B);
erg *= pairs[j].B;
}
if (erg != 1)
{
if (data.IsIgnored(PrimesBigInteger.ValueOf(erg)))
{
ControlHandler.AddRowDefintion(Grid, 1, GridUnitType.Auto);
TextBlock tb = AddTextBlock(counter++, 0);
ControlHandler.SetPropertyValue(tb, "Text", Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step3_testcombi + msg.ToString());
ControlHandler.SetPropertyValue(tb, "Text", string.Format(Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step3_testcombiignore, msg, erg));
}
else
{
int sqrt = (int)Math.Sqrt(erg);
if (sqrt * sqrt == erg)
{
ControlHandler.AddRowDefintion(Grid, 1, GridUnitType.Auto);
TextBlock tb = AddTextBlock(counter++, 0);
ControlHandler.SetPropertyValue(tb, "Text", Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step3_testcombi + msg.ToString());
ControlHandler.SetPropertyValue(tb, "Text", string.Format(Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step3_testcombiisquare, msg, erg, erg, sqrt));
foreach (int j in indices)
{
pairs[j].QuadraticStatus = QuadraticStatus.Part;
}
return(QSResult.Ok);
}
else
{
ControlHandler.AddRowDefintion(Grid, 1, GridUnitType.Auto);
TextBlock tb = AddTextBlock(counter++, 0);
ControlHandler.SetPropertyValue(tb, "Text", Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step3_testcombi + msg.ToString());
ControlHandler.SetPropertyValue(tb, "Text", string.Format(Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step3_testcombiisnotsquare, msg, erg));
}
}
}
//Thread.Sleep(m_Delay);
}
return(QSResult.Failed); // keine Quadrate gefunden
}
public virtual QSResult Execute(ref QSData data)
{
this.m_QSData = data;
return(QSResult.Ok);
}
public override QSResult Execute(ref QSData data)
{
int counter = 0;
IList <QuadraticPair> smoothpair = data.BSmooth;
long productA = 1;
long productB = 1;
String msg;
foreach (QuadraticPair pair in smoothpair)
{
if (pair.QuadraticStatus == QuadraticStatus.Quadratic)
{
productA = pair.A;
productB = pair.B;
break;
}
}
if (productA == 1 && productB == 1)
{
foreach (QuadraticPair pair in smoothpair)
{
if (pair.QuadraticStatus == QuadraticStatus.Part)
{
productA = (productA * pair.A) % data.N;
productB *= pair.B;
pair.QuadraticStatus = QuadraticStatus.Nope;
}
}
}
if (productA == 1 || productB == 1)
{
ControlHandler.AddRowDefintion(Grid, 1, GridUnitType.Auto);
ControlHandler.ExecuteMethod(this, "AddToGrid", new object[] { Grid, String.Format(Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step4_end, data.N), counter++, 0, 0, 0 });
return(QSResult.Ok);
}
long sqb = (long)Math.Sqrt(productB);
StringBuilder sbInfo = new StringBuilder();
sbInfo.Append(string.Format(Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step4_abcalculated, productA, sqb));
sbInfo.Append("\n");
sbInfo.Append(Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step4_checkcong);
ControlHandler.SetPropertyValue(m_lblInfo, "Text", sbInfo.ToString());
ControlHandler.AddRowDefintion(Grid, 1, GridUnitType.Auto);
ControlHandler.ExecuteMethod(this, "AddToGrid", new object[] { Grid, BuildQuadMod(productA, sqb, data.N), counter++, 0, 0, 0 });
ControlHandler.AddRowDefintion(Grid, 1, GridUnitType.Auto);
ControlHandler.ExecuteMethod(this, "AddToGrid", new object[] { Grid, BuildMod(productA, sqb, data.N), counter++, 0, 0, 0 });
if (!ModuloTest(productA, sqb, data.N)) // Modulotest nicht bestanden
{
data.AddIgnoreQuadrat(PrimesBigInteger.ValueOf(productB));
msg = Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step4_notproofed;
ControlHandler.AddRowDefintion(Grid, 1, GridUnitType.Auto);
ControlHandler.ExecuteMethod(this, "AddToGrid", new object[] { Grid, msg, counter++, 0, 0, 0 });
return(QSResult.Failed);
}
msg = String.Format(Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step4_proofed, data.N);
ControlHandler.AddRowDefintion(Grid, 1, GridUnitType.Auto);
ControlHandler.ExecuteMethod(this, "AddToGrid", new object[] { Grid, msg, counter++, 0, 0, 0 });
long factor1 = (long)BigInteger.GreatestCommonDivisor(productA + sqb, data.N);
long factor2 = (long)BigInteger.GreatestCommonDivisor(productA - sqb, data.N);
bool trivialfactor1 = (factor1 == 1 || factor1 == data.N);
bool trivialfactor2 = (factor2 == 1 || factor2 == data.N);
String sbfactor1 = string.Format(Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step4_factor1, productA, sqb, data.N, factor1);
ControlHandler.AddRowDefintion(Grid, 1, GridUnitType.Auto);
ControlHandler.ExecuteMethod(this, "AddToGrid", new object[] { Grid, sbfactor1, counter++, 0, 0, 0 });
String sbfactor2 = string.Format(Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step4_factor2, productA, sqb, data.N, factor2);
ControlHandler.AddRowDefintion(Grid, 1, GridUnitType.Auto);
ControlHandler.ExecuteMethod(this, "AddToGrid", new object[] { Grid, sbfactor2, counter++, 0, 0, 0 });
if (trivialfactor1 && trivialfactor2)
{
data.AddIgnoreQuadrat(PrimesBigInteger.ValueOf(productB));
msg = string.Format(Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step4_reset, productA, sqb);
ControlHandler.AddRowDefintion(Grid, 1, GridUnitType.Auto);
ControlHandler.ExecuteMethod(this, "AddToGrid", new object[] { Grid, msg, counter++, 0, 0, 0 });
return(QSResult.Failed);
}
long nontrivialfactor = trivialfactor1 ? factor2 : factor1;
FireFoundFactorEvent(PrimesBigInteger.ValueOf(nontrivialfactor));
FireFoundFactorEvent(PrimesBigInteger.ValueOf(data.N / nontrivialfactor));
//Boolean p1 = BigIntegerHelper.IsProbablePrime(factor1);
//Boolean p2 = BigIntegerHelper.IsProbablePrime(factor2);
//if (p1) FireFoundFactorEvent(PrimesBigInteger.ValueOf(factor1));
//if (p2) FireFoundFactorEvent(PrimesBigInteger.ValueOf(factor2));
//if( !(p1 && p2) ) // falls ein Faktor nicht prim ist
//{
// long notPrime = p1 ? factor2 : factor1;
// msg = string.Format(Primes.Resources.lang.WpfControls.Factorization.Factorization.qs_step4_refactorize, notPrime, notPrime);
// ControlHandler.AddRowDefintion(Grid, 1, GridUnitType.Auto);
// ControlHandler.ExecuteMethod( this, "AddToGrid", new object[] { Grid, msg, counter++, 0, 0, 0 });
// data.N = notPrime;
// return QSResult.Restart;
//}
return(QSResult.Ok);
}