Contains methods that compute advanced functions with real arguments.
Declaration Syntax| C# | Visual Basic | Visual C++ | F# |
public static class AdvancedMath
Public NotInheritable Class AdvancedMath
public ref class AdvancedMath abstract sealed
[<AbstractClassAttribute>] [<SealedAttribute>] type AdvancedMath = class end
Members| All Members | Methods | Fields | |||
| Icon | Member | Description |
|---|---|---|
  | AiryAi(Double) |
Computes the Airy function of the first kind.
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| AiryBi(Double) |
Computes the Airy function of the second kind.
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| BesselJ(Int32, Double) |
Computes the regular Bessel function for integer orders.
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| BesselJ(Double, Double) |
Computes the regular Bessel function for real orders.
|
| BesselY(Int32, Double) |
Computes the irregular Bessel function for integer orders.
|
| BesselY(Double, Double) |
Computes the irregual Bessel function for real orders.
|
| Beta(Double, Double) |
Computes the Beta function.
|
| Beta(Double, Double, Double) |
Computes the incomplete Beta function.
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| CarlsonF(Double, Double, Double) |
Computes the Carslon elliptic integral RF.
|
 | Catalan |
Catalan's constant.
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| CoulombF(Int32, Double, Double) |
Computes the regular Coulomb wave function.
|
| CoulombG(Int32, Double, Double) |
Computes the irregular Coulomb wave function.
|
| Dawson(Double) |
Computes the Dawson integral.
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| DiLog(Double) |
Computes the dilogarathm function, also called Spence's function.
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| DirichletEta(Double) |
Computes the Dirichlet eta function.
|
| EllipticE(Double) |
Computes the complete elliptic integral of the second kind.
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| EllipticF(Double, Double) |
Computes the incomplete elliptic integral of the first kind.
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| EllipticK(Double) |
Computes the complete elliptic integral of the first kind.
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| Erf(Double) |
Computes the error function.
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| Erfc(Double) |
Computes the complementary error function.
|
| EulerGamma |
The Euler constant.
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| Fresnel(Double) |
Computes the Fresnel cosine and sine integrals.
|
| FresnelC(Double) |
Computes the Fresnel cosine integral.
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| FresnelS(Double) |
Computes the Fresnel sine integral.
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| Gamma(Double) |
Computes the Gamma function.
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| Gamma(Double, Double) |
Computes the upper incomplete Gamma function.
|
| GoldenRatio |
The golden ratio.
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| IntegralCi(Double) |
Computes the cosine integral.
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| IntegralE(Int32, Double) |
Computes the exponential integral.
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| IntegralEi(Double) |
Computes the principal value of the exponential integral.
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| IntegralSi(Double) |
Computes the sine integral.
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| InverseErf(Double) |
Computes the inverse error function.
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| InverseErfc(Double) |
Computes the inverse complementary error function.
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| LambertW(Double) |
Computes the Lambert W function.
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| LeftRegularizedBeta(Double, Double, Double) |
Computes the regularized incomplete Beta function.
|
| LeftRegularizedGamma(Double, Double) |
Computes the normalized lower (left) incomplete Gamma function.
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| LogGamma(Double) |
Computes the natural logrithm of the Gamma function.
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| ModifiedBesselI(Double, Double) |
Computes the regular modified cynlindrical Bessel function.
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| ModifiedBesselK(Double, Double) |
Computes the irregular modified cynlindrical Bessel function.
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| Psi(Double) |
Computes the Psi function.
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| RiemannZeta(Double) |
Compute the Riemann zeta function.
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| RightRegularizedGamma(Double, Double) |
Computes the normalized upper (right) incomplete Gamma function.
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| SphericalBesselJ(Int32, Double) |
Computes the regular spherical Bessel function of integer order.
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| SphericalBesselY(Int32, Double) |
Computes the irregular spherical Bessel function of integer order.
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| SphericalHarmonic(Int32, Int32, Double, Double) |
Computes the value of a spherical harmonic function.
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Inheritance Hierarchy| Object | |
 | AdvancedMath |