private void countUpForAandB(PolynomialAlgebra algebra, Polynomial polynomialA, Polynomial polynomialB,
Polynomial polynomialResult)
{
a1 = algebra.countValueFromFunction(polynomialA, 0);
a2 = algebra.countValueFromFunction(polynomialA, 1);
b1 = algebra.countValueFromFunction(polynomialB, 0);
b2 = algebra.countValueFromFunction(polynomialB, 1);
textBox1LA.Text = a1.ToString();
textBox2mA.Text = a2.ToString();
textBox1LB.Text = b1.ToString();
textBox2mB.Text = b2.ToString();
polynomialUp = algebra.countValueFromFunction(polynomialResult, 0).ToString() + " " +
algebra.countValueFromFunction(polynomialResult, 1).ToString();
w1 = algebra.countValueFromFunction(polynomialResult, 0);
w2 = algebra.countValueFromFunction(polynomialResult, 1);
}
private void countDownforAandB(PolynomialAlgebra algebra, Polynomial polynomialA, Polynomial polynomialB,
Polynomial polynomialResult)
{
a3 = algebra.countValueFromFunction(polynomialA, 0);
a4 = algebra.countValueFromFunction(polynomialA, 1);
b3 = algebra.countValueFromFunction(polynomialB, 0);
b4 = algebra.countValueFromFunction(polynomialB, 1);
textBoxk3pA.Text = a3.ToString();
textBox4PA.Text = a4.ToString();
textBox3pB.Text = b3.ToString();
textBox4PB.Text = b4.ToString();
polynomialDown = algebra.countValueFromFunction(polynomialResult, 0).ToString() + " " +
algebra.countValueFromFunction(polynomialResult, 1).ToString();
w3 = algebra.countValueFromFunction(polynomialResult, 0);
w4 = algebra.countValueFromFunction(polynomialResult, 1);
}
private void ButtonMultiplyPolynomials_Click(object sender, RoutedEventArgs e)
{
ParsePolynomialTextBoxes();
PolynomialAlgebra polynomialAlgebra = new PolynomialAlgebra();
Polynomial polynomialResult = new Polynomial();
PolynomialAlgebra algebra = new PolynomialAlgebra();
Polynomial polynomialA = new Polynomial(freeValueA, valueXA, valueX2A, valueX3A, valueX4A, valueX5A,
valueX6A, valueX7A, valueX8A, valueX9A, valueX10A);
Polynomial polynomialB = new Polynomial(freeValueB, valueXB, valueX2B, valueX3B, valueX4B, valueX5B,
valueX6B, valueX7B, valueX8B, valueX9B, valueX10B);
polynomialResult = PolynomialAlgebra.multiplyPolynomialAB(polynomialA, polynomialB);
int discretizationValue;
int.TryParse(textBoxDiscretization.Text.ToString(), out discretizationValue);
if (comboBoxPartOfPolynomial.SelectedItem != null)
{
if (comboBoxPartOfPolynomial.SelectedItem.ToString().Equals("Up"))
{
for (int i = 0; i < plotView.Model.Series.Count; i++)
{
if (plotView.Model.Series.ElementAt(i).Title.Equals("Up(Fa+Fb)"))
{
plotView.Model.Series.RemoveAt(i);
}
if (plotView.Model.Series.ElementAt(i).Title.Equals("Up(Fa)"))
{
plotView.Model.Series.RemoveAt(i);
}
if (plotView.Model.Series.ElementAt(i).Title.Equals("Up(Fb)"))
{
plotView.Model.Series.RemoveAt(i);
}
}
upValuesOfPolynomials.Clear();
textBoxResultUpPolynomail.Text = polynomialResult.ToString();
plotView.Model.Series.Add(PlotModelDefine.DrawFunction(polynomialResult, "Up(Fa+Fb)",
discretizationValue));
plotView.Model.Series.Add(PlotModelDefine.DrawFunction(polynomialA, "Up(Fa)", discretizationValue));
plotView.Model.Series.Add(PlotModelDefine.DrawFunction(polynomialB, "Up(Fb)", discretizationValue));
countUpForAandB(algebra, polynomialA, polynomialB, polynomialResult);
upValuesOfPolynomials.Add(polynomialAlgebra.countValueFromFunction(polynomialA, 1));
upValuesOfPolynomials.Add(polynomialAlgebra.countValueFromFunction(polynomialB, 1));
upValuesOfPolynomials.Add(polynomialAlgebra.countValueFromFunction(polynomialResult, 1));
upValuesOfPolynomials.Add(polynomialAlgebra.countValueFromFunction(polynomialA, 0));
upValuesOfPolynomials.Add(polynomialAlgebra.countValueFromFunction(polynomialB, 0));
upValuesOfPolynomials.Add(polynomialAlgebra.countValueFromFunction(polynomialResult, 0));
upValuesOfPolynomials.Sort();
}
else
{
for (int i = 0; i < plotView.Model.Series.Count; i++)
{
if (plotView.Model.Series.ElementAt(i).Title.Equals("Down(Ga+Gb)"))
{
plotView.Model.Series.RemoveAt(i);
}
if (plotView.Model.Series.ElementAt(i).Title.Equals("Down(Ga)"))
{
plotView.Model.Series.RemoveAt(i);
}
if (plotView.Model.Series.ElementAt(i).Title.Equals("Down(Gb)"))
{
plotView.Model.Series.RemoveAt(i);
}
}
downValuesOfPolynomials.Clear();
textBoxResultDownPolynomail.Text = polynomialResult.ToString();
plotView.Model.Series.Add(PlotModelDefine.DrawFunction(polynomialResult, "Down(Ga+Gb)",
discretizationValue));
plotView.Model.Series.Add(
PlotModelDefine.DrawFunction(polynomialA, "Down(Ga)", discretizationValue));
plotView.Model.Series.Add(
PlotModelDefine.DrawFunction(polynomialB, "Down(Gb)", discretizationValue));
countDownforAandB(algebra, polynomialA, polynomialB, polynomialResult);
downValuesOfPolynomials.Add(polynomialAlgebra.countValueFromFunction(polynomialA, 1));
downValuesOfPolynomials.Add(polynomialAlgebra.countValueFromFunction(polynomialB, 1));
downValuesOfPolynomials.Add(polynomialAlgebra.countValueFromFunction(polynomialResult, 1));
downValuesOfPolynomials.Add(polynomialAlgebra.countValueFromFunction(polynomialA, 0));
downValuesOfPolynomials.Add(polynomialAlgebra.countValueFromFunction(polynomialB, 0));
downValuesOfPolynomials.Add(polynomialAlgebra.countValueFromFunction(polynomialResult, 0));
downValuesOfPolynomials.Sort();
}
}
if (upValuesOfPolynomials.Count > 0 && downValuesOfPolynomials.Count > 0)
{
if (upValuesOfPolynomials[5] >= downValuesOfPolynomials[5])
{
plotView.Model.Axes.ElementAt(0).AbsoluteMaximum = upValuesOfPolynomials[5] + 5;
plotView.Model.Axes.ElementAt(0).Maximum = upValuesOfPolynomials[5] + 5;
}
else
{
plotView.Model.Axes.ElementAt(0).AbsoluteMaximum = downValuesOfPolynomials[5] + 5;
plotView.Model.Axes.ElementAt(0).Maximum = downValuesOfPolynomials[5] + 5;
}
if (upValuesOfPolynomials[0] <= downValuesOfPolynomials[0])
{
plotView.Model.Axes.ElementAt(0).AbsoluteMinimum = upValuesOfPolynomials[0] - 5;
plotView.Model.Axes.ElementAt(0).Minimum = upValuesOfPolynomials[0] - 5;
}
else
{
plotView.Model.Axes.ElementAt(0).AbsoluteMinimum = downValuesOfPolynomials[0] - 5;
plotView.Model.Axes.ElementAt(0).Minimum = downValuesOfPolynomials[0] - 5;
}
}
else
{
if (upValuesOfPolynomials.Count > 0)
{
plotView.Model.Axes.ElementAt(0).AbsoluteMaximum = upValuesOfPolynomials[5] + 5;
plotView.Model.Axes.ElementAt(0).Maximum = upValuesOfPolynomials[5] + 5;
plotView.Model.Axes.ElementAt(0).AbsoluteMinimum = upValuesOfPolynomials[0] - 5;
plotView.Model.Axes.ElementAt(0).Minimum = upValuesOfPolynomials[0] - 5;
}
else if (downValuesOfPolynomials.Count > 0)
{
plotView.Model.Axes.ElementAt(0).AbsoluteMaximum = downValuesOfPolynomials[5] + 5;
plotView.Model.Axes.ElementAt(0).Maximum = downValuesOfPolynomials[5] + 5;
plotView.Model.Axes.ElementAt(0).AbsoluteMinimum = downValuesOfPolynomials[0] - 5;
plotView.Model.Axes.ElementAt(0).Minimum = downValuesOfPolynomials[0] - 5;
}
}
FuzzyNumber res1 = new FuzzyNumber(w1, w2, w3, w4, discretizationValue);
resultToContinue = res1;
representResult();
plotView.InvalidatePlot(true);
}
