CoreWolf 1.3.4

CoreWolf

Overview

CoreWolf is an open-source C# library designed to seamlessly integrate the Wolfram Language into your software applications. Whether you use Mathematica, Wolfram Engine, Wolfram Script, Wolfram Kernel, Wolfram One, or Wolfram Alpha extensively, CoreWolf provides an easy and cross-platform solution.

Unlike the C# library NETLink developed by Wolfram, which is limited to the Windows platform, CoreWolf is developed in .NET Core, making it usable on Windows, Linux, macOS, and all other OSs supported by .NET Core.

Features

• Cross-Platform: Developed in .NET Core, compatible with Windows, Linux, macOS, and more.
• Extensive Integration: Access and utilize over 6500 built-in symbols of the Wolfram Engine.
• Ease of Use: Simplifies the syntax and command lexicon of the Wolfram Language for easier use.

Installation

Clone the repository and build the library using the following command:

git clone git@github.com:gttrcr/corewolf.git
cd corewolf
dotnet build -c Release

This will produce the CoreWolf/bin/Release/net8.0/CoreWolf.dll file, which can be imported into your project. Or download the package from nuget https://www.nuget.org/packages/CoreWolf.

Usage

Here are some examples demonstrating how to use CoreWolf in your projects.

usings

using CoreWolf;  //Core library
using CoreWolf.Types;  //Types namespace of the core library

Sum

Engine en = new();  //Get the instance of the engine
en.Execute("17 + 5"); // Execute a command
Console.WriteLine(en.Text);  // The value of en.Text will be 22

The result of the computation is always in the Text property of the Engine class.

Expression Reduction

en.Execute("Sin[x]^2 + Cos[x]^2").Reduce();
Console.WriteLine(en.Text);  // The value of en.Text is the boolean string 'True'

Exact Integration

en.Integrate("x^2", "{x, 2, 3}");

Numerical Integration

en.NIntegrate("x^E", "{x, 2, 3}");

Exact Integration and Numerical Evaluation

en.Integrate("x^2", "{x, 2, 3}");
en.N();  // This is equivalent to en.Integrate("x^2", "{x, 2, 3}").N();

Drawing and Exporting a Plot

en.Plot("Sqrt[Log[1 + x^2]]", "{x, Sin[3], 90}"); // Create a plot
en.Export("plot.jpg"); // Export the plot as a .jpg file

As always, you can concatenate every function. The previous example is equivalent to the following code

en.Plot("Sqrt[Log[1 + x^2]]", "{x, Sin[3], 90}").Export("plot.jpg");

Contribution

Contributions are welcome! Please open issues and submit pull requests to help improve CoreWolf.

Building a New Library

To build a new version of the CoreWolf library, follow these steps:

cd Scraper
# dotnet run Scraper
cd ../CoreWolf
rm -rf bin obj
cp ../README.md .
dotnet pack -c Release

License

This project is licensed under the MIT License. See the LICENSE file for more details.