Machine learning algorithms for many-body quantum systems
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Updated
Dec 16, 2025 - Python
Machine learning algorithms for many-body quantum systems
UFL - Unified Form Language
Next generation FEniCS Form Compiler for finite element forms
This is a 'hands-on' tutorial for the RIKEN International School on Data Assimilation (RISDA2018).
A Python implementation of Monge optimal transportation
Projected time-dependent Variational Monte Carlo (p-tVMC) method based on infidelity optimization for variational simulation of quantum dynamics.
This is a complete python package that explores variational methods for 2D image segmentation popularly known as snakes. The package consists of already implemented methods like Chan Vese & Yezzi (mean seperation), Bhattacharya (Probability distribution separation), also, Interactive feedback control approach to snakes
Official PyTorch code for UAI 2024 paper "ContextFlow++: Generalist-Specialist Flow-based Generative Models with Mixed-variable Context Encoding"
Code for A Weighted Mini-Bucket Bound for Solving Influence Diagrams (UAI 2019) and Join-Graph Decomposition Bounds for Influence Diagrams (UAI 2018).
Gutzwiller variational approach for the Bose-Hubbard model, with simulated-annealing optimization
Implementation of the Variational Method for Quantum Mechanics in python.
Weather routing via variational methods
FlowBasis: Variational solutions of perturbed quantum harmonic oscillator problems via augmented basis sets.
👀🛡️ Code for the paper “Blending adversarial training and representation-conditional purification via aggregation improves adversarial robustness” by Emanuele Ballarin, Alessio Ansuini and Luca Bortolussi (2025)
variPEPS -- Versatile tensor network library for variational ground state simulations in two spatial dimensions
A GUI for the Variational_Principle repository in PyQT
Python scripts for trying various data assimilation algorithms with simple toy models
Implementation of neural coherent states, arXiv:2105.15193
Variationally enhanced sampling for single-particle langevin dynamics with neural network bias potentials and path collective variables. Based on OpenMM + PyTorch.
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