static void Main()
{
var domain = new Domain(0, 20);
domain.NearFunction = Domain.NearQuadratic(2);
var chart = new Chart()
{
Dock = DockStyle.Fill,
ChartAreas = { new ChartArea() },
Series =
{
((domain.Near(2)+domain.Near(3))/domain.Near(2)).ToPlot(Color.Red),
FuzzyNumber.BinaryOperation(domain.Near(2),domain.Near(3),(a,b)=>(a+b)/b).ToPlot(Color.Green)
}
};
var form = new Form();
form.Controls.Add(chart);
Application.Run(form);
}
public FuzzyNumber(Domain domain)
{
this.Domain = domain;
values = new double[domain.ArrayLength];
}
static void Main()
{
domain = new Domain(0, 10);
domain.T = Domain.TMin;
domain.S = Domain.SMax;
var A2=domain.Near(2);
var A3=domain.Near(3);
SavePlot("2", A2);
SavePlot("3", A3);
SavePlot("2_cup1_3", A2 | A3);
SavePlot("2_cap1_3", A2 & A3);
domain.T = Domain.TMul;
domain.S = Domain.SSum;
SavePlot("2_cap2_3", A2 & A3 );
SavePlot("2_cup2_3", A2 | A3);
domain.T = Domain.TMul;
domain.S = Domain.SMax;
SavePlot("2_plus_2", A2+A2);
SavePlot("2_mult_2", A2*A2);
SavePlot("8_div_2", domain.Near(8)/A2);
SavePlot("4", domain.Near(4));
domain.NearFunction = Domain.NearGauss(0.3);
MakePlots("K03");
domain.NearFunction = Domain.NearGauss(3);
MakePlots("K3");
domain.NearFunction = Domain.NearQuadratic(1);
MakePlots("Q");
domain.NearFunction = Domain.NearGauss(1);
domain.T = Domain.TMin;
MakePlots("min");
domain.T = Domain.TMul;
domain.S = Domain.SSum;
MakePlots("nomax");
domain.T = Domain.TMul;
domain.S = Domain.SMax;
SavePlot("3_times_2", SumTest(3, 2));
SavePlot("2_times_3", SumTest(2, 3));
SavePlot("1_times_6", SumTest(1, 6));
SavePlot("6_mult_1", domain.Near(6)*domain.Near(1));
SavePlot("3_mult_2", domain.Near(3)*domain.Near(2));
SavePlot("F_direct", ((domain.Near(2)+domain.Near(3))/domain.Near(3)));
SavePlot("F_ext", FuzzyNumber.BinaryOperation(domain.Near(2), domain.Near(3), (a, b) => (a + b) / b));
domain = new Domain(-5, 5);
var tanh = domain.CreateEmpty();
foreach (var e in domain.Arguments) tanh[e] = Math.Tanh(e);
SavePlot("Tanh", tanh);
}
