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    • Python
      Creative Commons Zero v1.0 Universal
      0000Updated Nov 15, 2024Nov 15, 2024
    • FedADMM-InSa: An Inexact and Self-Adaptive ADMM for Federated Learning
      Python
      Creative Commons Zero v1.0 Universal
      0100Updated Oct 9, 2024Oct 9, 2024
    • Jupyter Notebook
      Creative Commons Zero v1.0 Universal
      0000Updated Jul 3, 2024Jul 3, 2024
    • eDMD-sos

      Public
      Data-driven construction of auxuliary functions for dynamical system analysis
      MATLAB
      1700Updated Feb 1, 2024Feb 1, 2024
    • .github

      Public
      1001Updated Nov 20, 2023Nov 20, 2023
    • In this repository we give some basic intuitions of PINNS and how to implement it for heat equation.
      Python
      3700Updated Nov 20, 2023Nov 20, 2023
    • LaTeX template for the posters at the Chair in Dynamics, Control, and Numerics.
      TeX
      0000Updated Sep 18, 2023Sep 18, 2023
    • RL-cart

      Public
      Control of a cart via reinforcement learning
      Jupyter Notebook
      MIT License
      1100Updated Jul 25, 2023Jul 25, 2023
    • Finite difference scheme for convection-diffusion initial-boundary value problem on metric trees
      Python
      1000Updated Jul 7, 2023Jul 7, 2023
    • Python codes for the paper "The ADMM-PINNs Algorithmic Framework for Nonsmooth PDE-Constrained Optimization: A Deep Learning Approach"
      Jupyter Notebook
      1200Updated Jun 27, 2023Jun 27, 2023
    • FL-FedAvg

      Public
      A basic PyTorch implementation of the Federated Learning FedAvg algorithm.
      Python
      3100Updated Feb 2, 2023Feb 2, 2023
    • An implementation of Physics-Informed Neural Networks (PINNs) to solve various forward and inverse problems for the 1 dimensional wave equation.
      Python
      112510Updated Sep 21, 2022Sep 21, 2022
    • Our goal here is to study the inverse design problem associated to Hamilton Jacobi Equations (HJ). More precisely, for a given target function and a time horizon T>0, we want to construct all the initial conditions such that the viscosity solution of (HJ) coincides with a target function at time T.
      MATLAB
      0000Updated Sep 12, 2022Sep 12, 2022
    • This program finds a numeric solution for the stationary states on arbitrary finite gas networks. This code is a part of the bachelor thesis of Veronika Riedl.
      MATLAB
      0010Updated Sep 12, 2022Sep 12, 2022
    • The pyControls package provides a framework for simulations of gas networks with arbirary geometry and edge dynamics. This package provides a high-order solver for the isoeuler equations and a reader for the GasLib scenarios. Furthermore, the network is easily plotted either in 2D or 3D manner.
      C++
      0110Updated Sep 12, 2022Sep 12, 2022
    • Jupyter Notebook
      0000Updated Jun 20, 2022Jun 20, 2022
    • In this repository, we show a code for the Lloyd's algorithm.
      Jupyter Notebook
      0000Updated Jun 7, 2022Jun 7, 2022