TYoshimura.DoubleDouble.Complex
1.5.3
There is a newer version of this package available.
See the version list below for details.
See the version list below for details.
dotnet add package TYoshimura.DoubleDouble.Complex --version 1.5.3
NuGet\Install-Package TYoshimura.DoubleDouble.Complex -Version 1.5.3
This command is intended to be used within the Package Manager Console in Visual Studio, as it uses the NuGet module's version of Install-Package.
<PackageReference Include="TYoshimura.DoubleDouble.Complex" Version="1.5.3" />
For projects that support PackageReference, copy this XML node into the project file to reference the package.
paket add TYoshimura.DoubleDouble.Complex --version 1.5.3
The NuGet Team does not provide support for this client. Please contact its maintainers for support.
#r "nuget: TYoshimura.DoubleDouble.Complex, 1.5.3"
#r directive can be used in F# Interactive and Polyglot Notebooks. Copy this into the interactive tool or source code of the script to reference the package.
// Install TYoshimura.DoubleDouble.Complex as a Cake Addin #addin nuget:?package=TYoshimura.DoubleDouble.Complex&version=1.5.3 // Install TYoshimura.DoubleDouble.Complex as a Cake Tool #tool nuget:?package=TYoshimura.DoubleDouble.Complex&version=1.5.3
The NuGet Team does not provide support for this client. Please contact its maintainers for support.
DoubleDoubleComplex
Double-Double Complex and Quaternion Implements
Requirement
.NET 8.0
DoubleDouble
Install
Functions
function | note |
---|---|
Complex.Sqrt(z) | |
Complex.Cbrt(z) | |
Complex.RootN(z, n) | |
Complex.Log2(z) | |
Complex.Log(z) | |
Complex.Log(z, b) | |
Complex.Log10(z) | |
Complex.Log1p(z) | log(1+z) |
Complex.Pow2(z) | |
Complex.Pow(z, p) | |
Complex.Exp(z) | |
Complex.Sin(z) | |
Complex.Cos(z) | |
Complex.Tan(z) | |
Complex.SinPI(z) | sin(πz) |
Complex.CosPI(z) | cos(πz) |
Complex.TanPI(z) | tan(πz) |
Complex.Sinh(z) | |
Complex.Cosh(z) | |
Complex.Tanh(z) | |
Complex.Asin(z) | Accuracy deteriorates near z=-1,1. |
Complex.Acos(z) | Accuracy deteriorates near z=-1,1. |
Complex.Atan(z) | |
Complex.Arsinh(z) | |
Complex.Arcosh(z) | |
Complex.Artanh(z) | Accuracy deteriorates near z=-1,1. |
Complex.Gamma(z) | Accuracy deteriorates near non-positive intergers. If z is Natual number lass than 35, an exact integer value is returned. |
Complex.LogGamma(z) | |
Complex.Digamma(z) | Near the positive root, polynomial interpolation is used. |
Complex.Erf(z) | |
Complex.Erfc(z) | |
Complex.Erfcx(z) | |
Complex.FresnelC(z) | |
Complex.FresnelS(z) | |
Complex.BesselJ(nu, z) | Accuracy deteriorates near root. abs(nu) ≤ 256 |
Complex.BesselY(nu, z) | Accuracy deteriorates near root. abs(nu) ≤ 256 |
Complex.BesselI(nu, z) | Accuracy deteriorates near root. abs(nu) ≤ 256 |
Complex.BesselK(nu, z) | abs(nu) ≤ 256 |
Complex.HankelH1(nu, z) | Accuracy deteriorates near root. abs(nu) ≤ 256 |
Complex.HankelH2(nu, z) | Accuracy deteriorates near root. abs(nu) ≤ 256 |
Usage
Complex z = "1+16i"; // z = (1, 16), new Complex(1, 16);
Complex c = Complex.Gamma(z);
Console.WriteLine(c);
Licence
Author
Product | Versions Compatible and additional computed target framework versions. |
---|---|
.NET | net8.0 is compatible. net8.0-android was computed. net8.0-browser was computed. net8.0-ios was computed. net8.0-maccatalyst was computed. net8.0-macos was computed. net8.0-tvos was computed. net8.0-windows was computed. |
Compatible target framework(s)
Included target framework(s) (in package)
Learn more about Target Frameworks and .NET Standard.
-
net8.0
- TYoshimura.DoubleDouble (>= 3.3.2)
NuGet packages (4)
Showing the top 4 NuGet packages that depend on TYoshimura.DoubleDouble.Complex:
Package | Downloads |
---|---|
TYoshimura.DoubleDouble.Statistic
Double-Double Statistic Implements |
|
TYoshimura.ComplexAlgebra
Complex Algebra |
|
TYoshimura.DoubleDouble.AdvancedIntegrate
Double-Double Numerical Advanced Integration Implements |
|
TYoshimura.DoubleDouble.Geometry
Double-Double Geometry 2D/3D Implements |
GitHub repositories
This package is not used by any popular GitHub repositories.
Version | Downloads | Last updated |
---|---|---|
1.8.3 | 44 | 11/23/2024 |
1.8.2 | 42 | 11/22/2024 |
1.8.1 | 71 | 11/19/2024 |
1.8.0 | 77 | 11/18/2024 |
1.7.1 | 68 | 11/17/2024 |
1.7.0 | 75 | 11/14/2024 |
1.6.3 | 86 | 11/13/2024 |
1.6.2 | 58 | 11/13/2024 |
1.6.1 | 62 | 11/13/2024 |
1.6.0 | 117 | 10/31/2024 |
1.5.8 | 82 | 10/29/2024 |
1.5.7 | 74 | 10/29/2024 |
1.5.6 | 79 | 10/23/2024 |
1.5.5 | 63 | 10/21/2024 |
1.5.4 | 114 | 10/18/2024 |
1.5.3 | 75 | 10/17/2024 |
1.5.2 | 77 | 10/15/2024 |
1.5.1 | 76 | 10/14/2024 |
1.5.0 | 90 | 10/12/2024 |
1.4.9 | 97 | 9/18/2024 |
1.4.8 | 108 | 9/15/2024 |
1.4.7 | 135 | 9/7/2024 |
1.4.6 | 158 | 8/22/2024 |
1.4.5 | 138 | 8/20/2024 |
1.4.4 | 119 | 8/18/2024 |
1.4.3 | 113 | 8/17/2024 |
1.4.2 | 108 | 8/17/2024 |
1.4.1 | 112 | 8/17/2024 |
1.4.0 | 458 | 1/20/2024 |
1.3.9 | 146 | 10/8/2023 |
1.3.8 | 114 | 10/7/2023 |
1.3.7 | 129 | 9/19/2023 |
1.3.6 | 112 | 9/19/2023 |
1.3.5 | 109 | 9/18/2023 |
1.3.4 | 121 | 9/16/2023 |
1.3.3 | 126 | 9/15/2023 |
1.3.2 | 150 | 9/14/2023 |
1.3.1 | 126 | 9/9/2023 |
1.3.0 | 127 | 9/4/2023 |
1.2.1 | 222 | 3/13/2023 |
1.2.0 | 380 | 9/4/2022 |
1.1.0 | 429 | 1/21/2022 |
1.0.0 | 249 | 1/9/2022 |
add: hankel