private void DoFactorize(object o)
{
if (o == null)
{
return;
}
Dictionary <PrimesBigInteger, long> factors = null;
PrimesBigInteger value = null;
if (o.GetType() == typeof(PrimesBigInteger))
{
ControlHandler.SetPropertyValue(lblCalcFactorizationInfo, "Text", Distribution.numberline_factorizationcalculating);
value = o as PrimesBigInteger;
factors = value.Factorize();
}
else if (o.GetType() == typeof(Dictionary <PrimesBigInteger, long>))
{
factors = o as Dictionary <PrimesBigInteger, long>;
value = PrimesBigInteger.Refactor(factors);
}
if (factors != null)
{
String s = value.ToString();
if (!value.IsPrime(20) && !value.Equals(PrimesBigInteger.One))
{
s += " = " + String.Join(" * ", factors.Keys.Select(i => i + ((factors[i] > 1) ? "^" + factors[i] : "")).ToArray());
}
ControlHandler.SetPropertyValue(lblFactors, "Visibility", Visibility.Visible);
ControlHandler.SetPropertyValue(lblFactors, "Text", s);
}
if (FactorizationDone != null)
{
FactorizationDone();
}
}
private void MarkNumber(PrimesBigInteger value)
{
if (m_ActualNumber != null && m_ActualNumber.Equals(value))
{
return;
}
UnmarkAllNumbers();
CancelThreads();
MarkNumberWithOutThreads(value);
Dictionary <PrimesBigInteger, long> factors = value.Factorize();
Factorize(factors);
CalculateGoldbach(value);
CountPrimes(value);
m_EulerPhi.Start(value, factors);
m_Tau.Start(value, factors);
m_Rho.Start(value, factors);
m_DivSum.Start(value, factors);
ControlHandler.SetButtonEnabled(btnCancelAll, true);
}