Namespace MathEx.AP _ Public Structure Complex Public x As Double Public y As Double Public Sub New(ByVal _x As Double) Me.x = _x Me.y = 0 End Sub Public Sub New(ByVal _x As Double, ByVal _y As Double) Me.x = _x Me.y = _y End Sub Public Shared Widening Operator CType(ByVal _x As Double) As Complex Return New Complex(_x) End Operator Public Shared Operator =(ByVal lhs As Complex, ByVal rhs As Complex) As Boolean Return ((lhs.x = rhs.x) And (lhs.y = rhs.y)) End Operator Public Shared Operator <>(ByVal lhs As Complex, ByVal rhs As Complex) As Boolean Return ((lhs.x <> rhs.x) Or (lhs.y <> rhs.y)) End Operator Public Shared Operator +(ByVal lhs As Complex) As Complex Return lhs End Operator Public Shared Operator -(ByVal lhs As Complex) As Complex Return New Complex(-lhs.x, -lhs.y) End Operator Public Shared Operator +(ByVal lhs As Complex, ByVal rhs As Complex) As Complex Return New Complex((lhs.x + rhs.x), (lhs.y + rhs.y)) End Operator Public Shared Operator -(ByVal lhs As Complex, ByVal rhs As Complex) As Complex Return New Complex((lhs.x - rhs.x), (lhs.y - rhs.y)) End Operator Public Shared Operator *(ByVal lhs As Complex, ByVal rhs As Complex) As Complex Return New Complex(((lhs.x * rhs.x) - (lhs.y * rhs.y)), ((lhs.x * rhs.y) + (lhs.y * rhs.x))) End Operator Public Shared Operator /(ByVal lhs As Complex, ByVal rhs As Complex) As Complex Dim complex As Complex Dim num As Double Dim num2 As Double If (Math.Abs(rhs.y) < Math.Abs(rhs.x)) Then num = (rhs.y / rhs.x) num2 = (rhs.x + (rhs.y * num)) complex.x = ((lhs.x + (lhs.y * num)) / num2) complex.y = ((lhs.y - (lhs.x * num)) / num2) Return complex End If num = (rhs.x / rhs.y) num2 = (rhs.y + (rhs.x * num)) complex.x = ((lhs.y + (lhs.x * num)) / num2) complex.y = ((-lhs.x + (lhs.y * num)) / num2) Return complex End Operator End Structure Public Class MathEx ' Methods Public Shared Function AbsComplex(ByVal z As Complex) As Double Dim num2 As Double = Math.Abs(z.x) Dim num3 As Double = Math.Abs(z.y) Dim num As Double = IIf((num2 > num3), num2, num3) Dim num4 As Double = IIf((num2 < num3), num2, num3) If (num4 = 0) Then Return num End If Dim num5 As Double = (num4 / num) Return (num * Math.Sqrt((1 + (num5 * num5)))) End Function Public Shared Function Conj(ByVal z As Complex) As Complex Return New Complex(z.x, -z.y) End Function Public Shared Function CSqr(ByVal z As Complex) As Complex Return New Complex(((z.x * z.x) - (z.y * z.y)), ((2 * z.x) * z.y)) End Function Public Shared Function RandomInteger(ByVal N As Integer) As Integer Return MathEx.RndObject.Next(N) End Function Public Shared Function RandomReal() As Double Return MathEx.RndObject.NextDouble End Function Public Shared Function Sqr(ByVal X As Double) As Double Return (X * X) End Function ' Fields Public Const MachineEpsilon As Double = 0.0000000000000005 Public Const MaxRealNumber As Double = 1.0E+300 Public Const MinRealNumber As Double = 1.0E-300 Private Shared RndObject As Random = New Random End Class End Namespace