/// <summary>
/// Returns scalar product, where specified shifted on specified value
/// </summary>
/// <param name="shift">Cycle shift value</param>
public Complex ScalarProduct(ComplexSequence seq, int shift = 0)
{
if (m_complexSequence.Length != seq.m_complexSequence.Length)
{
throw new Exception("Lenght must be equals");
}
if (shift < 0 && shift >= m_complexSequence.Length)
{
throw new Exception("Shift must be positive and less than sequence len");
}
int segmentCount = m_complexSequence.Length;
Complex result = new Complex();
for (int i = 0, i2 = shift; i < segmentCount; i++, i2++)
{
if (i2 >= segmentCount)
{
i2 -= segmentCount;
}
result += m_complexSequence[i].HermitScalarProduct(seq.m_complexSequence[i2]);
}
return(result);
}
/// <remarks>
/// Best performance achieved when familiar contour len are equal between it and with specified contour
/// </remarks>
public Match GetMatch(Contour contour, bool fillComarativeInfo = false)
{
if (m_familiarContours == null)
{
return(null);
}
Match bestMatch = null;
foreach (var familiar in m_familiarContours)
{
ComplexSequence bringed = contour;
if (contour.Points.Length != familiar.Contour.Points.Length)
{
bringed = contour.BringLength(familiar.Contour.Points.Length);
}
Match currentMatch = GetPotentialMatch(familiar, bringed);
if (m_checkBothDirections)
{
Match currentMatchRevesed = GetPotentialMatch(familiar, bringed.Reverse());
if (currentMatchRevesed != null)
{
if (currentMatch == null ||
currentMatchRevesed.MaxNSP.AbsoluteValue() > currentMatch.MaxNSP.AbsoluteValue())
{
currentMatch = currentMatchRevesed;
currentMatch.ReverseUsed = true;
}
}
}
if (currentMatch != null)
{
if (bestMatch == null || currentMatch.MaxNSP.AbsoluteValue() > bestMatch.MaxNSP.AbsoluteValue())
{
currentMatch.SourceContour = contour;
bestMatch = currentMatch;
}
if (fillComarativeInfo)
{
familiar.MaxNSP = currentMatch.MaxNSP;
familiar.ReverseUsed = currentMatch.ReverseUsed;
familiar.ACF_NSP = currentMatch.ACF_NSP;
}
}
}
return(bestMatch);
}
/// <summary>
/// Returns scalar product divided by the product of contours lenght
/// </summary>
public Complex NormalizedScalarProduct(ComplexSequence contour, int shift = 0)
{
// NOTE: Performace can be improved by rewriting this code where will be used
// only one for-cycle passage instead three (2xNorm + 1xScalarProduct)
float normProduct = Norm() * contour.Norm();
Complex scalarProduct = ScalarProduct(contour, shift);
return(scalarProduct / normProduct);
}
/// <summary>
/// Return maximal (by absolute value) value of normalized correlation fucntion
/// </summary>
public Complex MaximalNormalizedScalarProduct(ComplexSequence second)
{
Complex maxNsp = new Complex(0, 0);
for (int i = 0; i < m_complexSequence.Length; i++)
{
Complex nsp = this.NormalizedScalarProduct(second, i);
if (nsp.AbsoluteValue() > maxNsp.AbsoluteValue())
{
maxNsp = nsp;
}
}
return(maxNsp);
}
private Match GetPotentialMatch(ContourInformation familiar, ComplexSequence bringed)
{
Complex ACF_NSP = familiar.Contour.ACF.AsComplexSequence().NormalizedScalarProduct(bringed.ACF.AsComplexSequence());
if (ACF_NSP.AbsoluteValue() > m_minACF_NSP)
{
Complex maxNSP = familiar.Contour.MaximalNormalizedScalarProduct(bringed);
if (maxNSP.AbsoluteValue() > m_minNsp)
{
return(new Match()
{
ACF_NSP = ACF_NSP, MaxNSP = maxNSP, FamiliarContour = familiar
});
}
}
return(null);
}
