OASIS

Credit: Mansi Panwar for artwork

OASIS: Open Algebra Software for Inferring Solutions

OASIS is an open-source, cross-platform C++23 library for symbolic computation in computer algebra. It runs entirely offline and automatically sets up all its dependencies, providing a seamless experience for developers. OASIS empowers users to perform symbolic computations with ease and flexibility—ideal for building scientific applications.

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What is Computer Algebra?

Computer algebra focuses on symbolic computation**—manipulating mathematical expressions symbolically rather than approximating their numerical solutions. Unlike **numerical methods, which produce approximate numeric results (e.g., approximating π as 3.14159), computer algebra returns exact symbolic results (e.g., leaving π as π). This makes computer algebra especially valuable in domains requiring high precision, like theoretical physics, higher mathematics, and symbolic calculus.

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Why Choose OASIS?

• Open Source: Fully open and free for anyone to use!
• Cross-Platform: Works seamlessly on Windows, macOS, and Linux.
• Offline Functionality: No internet connection required after setup.
• Automatic Dependency Management: Dependencies like Boost, Eigen, and Catch2 are automatically set up with CMake.
• C++23 Powered: OASIS provides modern C++ functionality.

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Building the OASIS Library with CMake

The OASIS project uses CMake to configure, build, and manage dependencies. Below are step-by-step instructions for building the library:

Requirements

• CMake >= 3.18
• A C++23 compatible compiler
• Git for fetching dependencies

Build Steps

1. Clone the repository:

 script
git clone https://github.com/open-algebra/Oasis.git
   cd Oasis

1. Configure and build with CMake:

 script
cmake -B build -S . -DCMAKE_BUILD_TYPE=Release
   cmake --build build -j$(nproc)

Available CMake Options

OASIS provides several configuration options to customize the build:

• **OASIS_BUILD_IO**: Build extra modules for input/output serialization (default: OFF).
• **OASIS_BUILD_TESTS**: Enable unit tests with Catch2 (default: ON).
• **OASIS_BUILD_WITH_COVERAGE**: Enable code coverage instrumentation (Clang only, default: OFF).
• **OASIS_BUILD_PARANOID**: Treat warnings as errors (default: OFF).
• **OASIS_BUILD_CLI**: Build the command-line interface for OASIS (default: OFF).
• **OASIS_BUILD_JS**: Build WebAssembly bindings with Emscripten (default: OFF).

For example, to enable the CLI and IO modules:

 script
cmake -B build -S . -DOASIS_BUILD_CLI=ON -DOASIS_BUILD_IO=ON
cmake --build build

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Building an Application with OASIS Using FetchContent

You can easily integrate OASIS into your project using CMake's FetchContent. Here's how you can set it up:

Example CMakeLists.txt

cmake_minimum_required(VERSION 3.18)
project(MyApp)
 
include(FetchContent)
 
# Fetch OASIS from GitHub
FetchContent_Declare(
    Oasis
    GIT_REPOSITORY https://github.com/open-algebra/Oasis.git
    GIT_TAG main  # Replace "main" with a specific tag or commit for stability
)
 
# Optional: Enable I/O or other OASIS modules
# set(OASIS_BUILD_IO ON)
 
FetchContent_MakeAvailable(Oasis)
 
# Define your application
add_executable(MyApp main.cpp)
 
# Link OASIS library
target_link_libraries(MyApp PRIVATE Oasis::Oasis)
 
# Optional: Link I/O or other OASIS modules
# target_link_libraries(MyApp PRIVATE Oasis::IO)

Example Code (main.cpp)

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#include <cstdlib>
#include <print> // C++23
 
#include <Oasis/Add.hpp>
#include <Oasis/Real.hpp>
 
int main() {
    Oasis::Add sum {
        Oasis::Real{2.0},
        Oasis::Real{3.0}
    };
 
    auto simplified = sum.Simplify();
    std::println("Result: {}", simplified->ToString());
 
    return EXIT_SUCCESS;
}

Build Your Application

 script
mkdir build
cd build
cmake .. -DCMAKE_BUILD_TYPE=Release
cmake --build .
./MyApp

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Contributing to OASIS

We welcome contributions! Whether you're fixing a bug, implementing a new feature, or improving documentation, feel free to submit a pull request. Check out the contributing guide for details.

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Get started with OASIS today and unleash the power of computer algebra in your applications!