This is the so called Newton fractal.
Inheritance: Fractal
Newton Class Documentation
Example #1
0
 public MatrixValue Function(ScalarValue x0, ScalarValue xn, ScalarValue y0, ScalarValue yn)
 {
     var m = new Newton();
     var xsteps = (int)Math.Abs(Math.Ceiling((xn.Re - x0.Re) / 0.1));
     var ysteps = (int)Math.Abs(Math.Ceiling((yn.Re - y0.Re) / 0.1));
     return m.CalculateMatrix(x0.Re, xn.Re, y0.Re, yn.Re, xsteps, ysteps);
 }
Example #2
0
 public MatrixValue Function(ScalarValue x0, ScalarValue xn, ScalarValue y0, ScalarValue yn, ScalarValue xsteps, ScalarValue ysteps)
 {
     var m = new Newton();
     return m.CalculateMatrix(x0.Re, xn.Re, y0.Re, yn.Re, xsteps.IntValue, ysteps.IntValue);
 }
Example #3
0
 public MatrixValue Function(ScalarValue start, ScalarValue end, ScalarValue steps)
 {
     var m = new Newton();
     return m.CalculateMatrix(start.Re, end.Re, start.Im, end.Im, steps.IntValue, steps.IntValue);
 }
Example #4
0
 public ScalarValue Function(ScalarValue x, ScalarValue y)
 {
     var m = new Newton();
     return new ScalarValue(m.Run(x.Re, y.Re));
 }
Example #5
0
 public ScalarValue Function(ScalarValue z)
 {
     var m = new Newton();
     return new ScalarValue(m.Run(z.Re, z.Im));
 }
Example #6
0
 public MatrixValue Function()
 {
     var m = new Newton();
     return m.CalculateMatrix(-1.0, 1.0, -1.0, 1.0, 150, 150);
 }