Python package to heuristically solve optimization problems on quasi-2d lattices using approximate tensor network contractions.
☆12Sep 24, 2021Updated 4 years ago
Alternatives and similar repositories for tnac4o
Users that are interested in tnac4o are comparing it to the libraries listed below. We may earn a commission when you buy through links labeled 'Ad' on this page.
Sorting:
- A package for creating a matrix product state (MPS) from a free fermion (Gaussian) state.☆10Dec 6, 2021Updated 4 years ago
- ☆18Oct 28, 2025Updated 4 months ago
- A Julia code for performing variational Monte Carlo (VMC) simulations of determinantal wave functions☆15Nov 16, 2017Updated 8 years ago
- Quantum ground states from Reinforcement Learning☆17Jun 15, 2020Updated 5 years ago
- Initial attempts at a package for defining many body systems in both quantum and statistical physics☆13May 31, 2021Updated 4 years ago
- Dump a quantum circuit in Yao to a tensor network graphical model☆11Dec 11, 2020Updated 5 years ago
- A tool for weighted model counting through tensor network contraction☆21Nov 13, 2021Updated 4 years ago
- A projector QMC implementation of the transverse field Ising model☆11Oct 6, 2020Updated 5 years ago
- Differentiable programming on quantum circuits with Flux☆19Feb 12, 2020Updated 6 years ago
- fermionic Projected Entangled Pairs States (fPEPS)☆15Oct 25, 2018Updated 7 years ago
- Differential Programming and Natural Evolutationary Strategies optimization algorithms for transport Majorana Zero Modes.☆14Nov 27, 2020Updated 5 years ago
- Continuous Matrix Product States in Julia☆30Sep 24, 2025Updated 6 months ago
- Quantum GAN algorithm based on MPS, realized by Julia.☆11Apr 5, 2019Updated 6 years ago
- Official implementation of spectrum bifurcation renormalization group(SBRG), which is suitable for quantum simulation on strong disordere…☆11Feb 23, 2021Updated 5 years ago
- TensorOperations and cuTENSOR combined☆13Nov 26, 2019Updated 6 years ago
- This repository contains lectures on Many-body physics and Machine Learning☆13Jun 5, 2021Updated 4 years ago
- Convert Yao circuit to OMEinsum (tensor network) contraction.☆14Aug 11, 2024Updated last year
- Autoregressive model for solving statistical mechanics problems☆11Mar 19, 2021Updated 5 years ago
- A Julia package for n-dimensional sparse tensors.☆27Dec 6, 2021Updated 4 years ago
- Contracting Arbitrary Tensor Networks☆44Dec 10, 2019Updated 6 years ago
- A package for efficient simulation and differentiation of parametrized quantum circuits.☆14Sep 26, 2025Updated 5 months ago
- Tensor network contraction function for Julia.☆21Aug 27, 2021Updated 4 years ago
- Probabilistic modelling with tensor networks☆29Nov 29, 2019Updated 6 years ago
- A framework based on Tensorflow for running variational Monte-Carlo simulations of quantum many-body systems.☆39Oct 30, 2020Updated 5 years ago
- Riemannian optimization for quantum technologies☆66Mar 25, 2023Updated 3 years ago
- Ab-initio simulation of interacting fermions with equivariant normalizing flow.☆34Oct 23, 2022Updated 3 years ago
- A differentiable parametrization of a group of unitary matrices.☆14May 13, 2021Updated 4 years ago
- A tutorial for Yao.jl☆12Oct 9, 2023Updated 2 years ago
- Tropical tensor network for spin glasses☆60Dec 14, 2024Updated last year
- Numerical Effective Field Theory for Quantum Materials☆41Nov 2, 2022Updated 3 years ago
- Simulated Full Amplitude Quantum Register (moved to Yao.jl/lib)☆12Dec 7, 2021Updated 4 years ago
- A place to store information for the tensor discussions and possible specifications.☆23Jul 2, 2025Updated 8 months ago
- ☆22Dec 6, 2019Updated 6 years ago
- Julia package for the exact diagonalization method in condensed matter physics.☆53Mar 12, 2026Updated last week
- A package for quantum estimation.☆17Jun 2, 2022Updated 3 years ago
- ☆19Sep 15, 2021Updated 4 years ago
- Lattice Construction for Applications in Physics☆26Nov 9, 2019Updated 6 years ago
- Auto differentiation over linear algebras (a Zygote extension)☆35Nov 24, 2025Updated 4 months ago
- Topological Evaluation of Quantum Information☆11Dec 13, 2021Updated 4 years ago