awesome-repositories.com
博客
MCP
awesome-repositories.com

通过 AI 驱动的搜索,发现最优秀的开源仓库。

探索精选搜索开源替代品自托管软件博客网站地图
项目MCP 服务器关于排名机制媒体报道
法律隐私政策服务条款
© 2026 Bringes Technology SRL·VAT RO45896025·hello@awesome-repositories.com
·

2 个仓库

Awesome GitHub RepositoriesPhysics-Informed Operator Solving

Operator learning frameworks that incorporate physics-based constraints to solve differential equations.

Distinct from Differential Equation Solvers: Combines operator learning with PDE constraints, whereas standard solvers focus on point-wise solutions.

Explore 2 awesome GitHub repositories matching scientific & mathematical computing · Physics-Informed Operator Solving. Refine with filters or upvote what's useful.

Awesome Physics-Informed Operator Solving GitHub Repositories

用 AI 发现最棒的仓库。我们将通过 AI 为您搜索最匹配的仓库。
  • lululxvi/deepxdelululxvi 的头像

    lululxvi/deepxde

    3,874在 GitHub 上查看↗

    DeepXDE is a scientific machine learning library and deep learning PDE solver used to compute solutions for forward and inverse ordinary, partial, and integro-differential equations. It functions as a physics-informed neural network library that embeds physical laws and boundary conditions directly into the neural network loss function. The project provides a deep operator network framework for learning operator mappings that approximate relationships between functions in multiphysics problems. It is implemented as a multi-backend tensor library, allowing the system to switch between differen

    Combines operator learning with physics-based constraints to solve differential equations across spatial dimensions.

    Pythondeep-learningdeeponetjax
    在 GitHub 上查看↗3,874
  • neuraloperator/neuraloperatorneuraloperator 的头像

    neuraloperator/neuraloperator

    3,710在 GitHub 上查看↗

    Neuraloperator is a library for learning mappings between infinite-dimensional function spaces, serving as a tool to accelerate physics simulations and partial differential equation solving. It implements resolution-invariant models and spectral neural networks that can produce consistent predictions regardless of the input grid resolution or spatial discretization. The framework incorporates physics-informed neural networks that enforce physical constraints and differential equations through specialized loss functions. It utilizes Fourier transforms and spectral projections to process multid

    Provides a library for learning mappings between function spaces to solve differential equations with physics-based constraints.

    Pythonfnofourier-neural-operatorneural-operator
    在 GitHub 上查看↗3,710
  1. Home
  2. Scientific & Mathematical Computing
  3. Differential Equation Solvers
  4. Physics-Informed Operator Solving