public MatrixClass(double[,] elements)
{
m_iRows = elements.GetLength(0);
m_iCols = elements.GetLength(1);
;
m_iElement = new Fraction[m_iRows, m_iCols];
for (int i = 0; i < elements.GetLength(0); i++)
{
for (int j = 0; j < elements.GetLength(1); j++)
{
this[i, j] = Fraction.ToFraction(elements[i, j]);
}
}
}
public static MatrixClass operator /(MatrixClass MatrixClass1, double dbl)
{
return(MatrixClass.Multiply(MatrixClass1, Fraction.Inverse(Fraction.ToFraction(dbl))));
}
public static MatrixClass operator *(double dbl, MatrixClass MatrixClass1)
{
return(MatrixClass.Multiply(MatrixClass1, Fraction.ToFraction(dbl)));
}
/// <summary>
/// The function multiplies the given row of the current MatrixClass object by a double
/// </summary>
public void MultiplyRow(int iRow, double dbl)
{
this.MultiplyRow(iRow, Fraction.ToFraction(dbl));
}
public static Fraction operator /(Fraction frac1, double dbl)
{
return(Multiply(frac1, Fraction.Inverse(Fraction.ToFraction(dbl))));
}
public static Fraction operator /(double dbl, Fraction frac1)
{
return(Multiply(Inverse(frac1), Fraction.ToFraction(dbl)));
}
public static Fraction operator *(double dbl, Fraction frac1)
{
return(Multiply(frac1, Fraction.ToFraction(dbl)));
}
public static Fraction operator -(Fraction frac1, double dbl)
{
return(Add(frac1, -Fraction.ToFraction(dbl)));
}
public static Fraction operator -(double dbl, Fraction frac1)
{
return(Add(-frac1, Fraction.ToFraction(dbl)));
}
