Alternatives and similar repositories for PyFlow

Users that are interested in PyFlow are comparing it to the libraries listed below

• LodePollet / worm
  Worm Algorithm for Bose-Hubbard and XXZ models
  ☆26Updated 2 years ago
• QMagen / PyQMagen
  A method which combines quantum many-body calculation and unbiased optimizers to automatically learn effective Hamiltonians for quantum m…
  ☆24Updated 3 years ago
• guochu / tensor_network_states_tutorials
  This is a tutorial prepared for a summer school in Changsha in 2021
  ☆10Updated 3 years ago
• PhyRespo / ITensor
  A C++ library for rapidly creating efficient tensor network calculations
  ☆11Updated 5 years ago
• ClarkResearchGroup / qosy
  Quantum Operators from SYmmetry
  ☆10Updated 4 years ago
• juanjosegarciaripoll / seemps
  Self-explaining Matrix Product States library in Python
  ☆20Updated last year
• orialb / TimeEvoMPS.jl
  Time evolution algorithms for matrix-product states based on ITensors.jl
  ☆35Updated 3 years ago
• heitorc7 / oDMRG
  Code repository for the ITensor based Open DMRG algorithm.
  ☆16Updated 2 years ago
• gracequantum / tensor
  A high-performance tensor computation framework for the quantum physics community
  ☆25Updated 3 years ago
• CRC183-summer-school / school_2021
  This is the repository for the CRC 183 summer school "Machine Learning in Condensed Matter Physics".
  ☆28Updated 3 years ago
• jurajHasik / pi-peps
  C++ library built on top of ITensor for running iPEPS simulations of spin systems for arbitrary unit cells
  ☆14Updated 5 years ago
• bakerte / DMRJtensor.jl
  A general purpose tensor network library in the Julia programming language
  ☆44Updated this week
• Jutho / TNSchool2018
  European Tensor Network - School 2018
  ☆43Updated last year
• TensorBFS / cMPO
  continuous-time matrix product operator for finite temperature quantum states
  ☆38Updated last week
• awietek / xdiag
  C++ library for Exact Diagonalization of quantum many-body systems
  ☆45Updated 2 weeks ago
• RGivisiez / Heisenberg-SSE
  Stochastic Series Expansion (SSE) for a isotropic S=1/2 antiferromagnetic quantum Heisenberg model in 1D, 2D or 3D lattice . Every lattic…
  ☆13Updated 4 years ago
• liwt31 / SimpleMPS
  Matrix product states (MPS) based density matrix renormalization group (DMRG)
  ☆27Updated last year
• emstoudenmire / finiteTMPS
  Finite temperature tensor network algorithms including METTS and the ancilla/purification method
  ☆19Updated 7 years ago
• b1592 / ad-peps
  iPEPS ground- and excited-state implementation based on Automatic Differentiation
  ☆38Updated 2 years ago
• zhendongli2008 / fPEPS
  fermionic Projected Entangled Pairs States (fPEPS)
  ☆16Updated 6 years ago
• GCatarina / DMRG_MPS_didactic
  Jupyter notebook with a didactic implementation of DMRG, using tensor networks.
  ☆17Updated last year
• yastn / yastn
  Yet another symmetric tensor network
  ☆31Updated last week
• robertrueger / hVMC
  a free Variational Monte Carlo code for the Hubbard model
  ☆18Updated 10 years ago
• fergusfinn / qmps
  Matrix Product States on NISQ quantum computers
  ☆29Updated 4 years ago
• mishmash / QuantumHallED.jl
  A Julia code for performing exact diagonalization of fractional quantum Hall systems
  ☆27Updated 7 years ago
• ryanlevy / HubbardModel2D
  An Exact Diagonalization Code for the 1D & 2D Hubbard Model
  ☆21Updated 3 years ago
• EverettYou / QuantumBootstrap
  ☆24Updated 2 years ago
• jhauschild / WinterschoolBarcelona2021
  Introduction to DMRG, TDVP and TeNPy
  ☆18Updated 3 years ago
• TsuyoshiOkubo / Tensor-Network-Tutorial
  ☆30Updated 2 years ago
• Quantum-Many-Body / ExactDiagonalization.jl
  Julia package for the exact diagonalization method in condensed matter physics.
  ☆48Updated 2 months ago