Pinned Repositories
fermifab
FermiFab toolbox for fermionic many-particle quantum systems
hubbard-dqmc
Determinant quantum Monte Carlo applied to the Hubbard model
LBM-classic
C implementation of the classical lattice Boltzmann method (LBM) using the D2Q9 and D3Q19 models
pytenet
Python implementation of quantum tensor network operations and simulations: matrix product states and operators, TDVP time evolution, support for quantum numbers, ...
reinforcement-learning-course
Mini-course on reinforcement learning
tensor_networks
C implementation of tensor networks for quantum simulations: matrix product states and operators, time evolution (using Trotter splitting), ... Reference implementation for testing using Mathematica
chemtensor
Tensor network algorithms for chemical systems (work in progress)
fermi_hubbard_commutators
Trotter error with commutator scaling for the Fermi-Hubbard model
qib
Python package for quantum circuits and algorithms, focusing on quantum simulation
rqcopt
Riemannian quantum circuit optimization for Hamiltonian simulation
cmendl's Repositories
cmendl/pytenet
Python implementation of quantum tensor network operations and simulations: matrix product states and operators, TDVP time evolution, support for quantum numbers, ...
cmendl/hubbard-dqmc
Determinant quantum Monte Carlo applied to the Hubbard model
cmendl/LBM-classic
C implementation of the classical lattice Boltzmann method (LBM) using the D2Q9 and D3Q19 models
cmendl/tensor_networks
C implementation of tensor networks for quantum simulations: matrix product states and operators, time evolution (using Trotter splitting), ... Reference implementation for testing using Mathematica
cmendl/reinforcement-learning-course
Mini-course on reinforcement learning
cmendl/fermifab
FermiFab toolbox for fermionic many-particle quantum systems
cmendl/fermi_relations
Fermionic algebra relations
cmendl/inhom-quantum-boltzmann-fourier-matlab
Spatially inhomogeneous matrix-valued quantum Boltzmann equation using Fourier transformation (Matlab implementation)
cmendl/matrix-quantum-boltzmann-1D
Matrix-valued quantum Boltzmann equation for the nonintegrable Hubbard chain
cmendl/ternary_unitaries
Simulation and visualization of ternary unitary networks, implemented in Python/NumPy
cmendl/fluct-hydro-chains
Nonlinear fluctuating hydrodynamics for anharmonic chains
cmendl/hardpoint-systems
Molecular dynamics simulations of classical anharmonic hard-point particle chains
cmendl/irredLS
Irreducible angular momentum and spin eigenspaces on atomic subshells
cmendl/multigrid
Multigrid implementation using Matlab
cmendl/quantum-dot
Quantum dots in two dimensions and the "strictly correlated electrons" (SCE) framework
cmendl/quantum_game
Quantum game prototype
cmendl/Toda-domainwall
Mathematica code for "High-low pressure domain wall for the classical Toda lattice" with Herbert Spohn (https://arxiv.org/abs/2011.11008)
cmendl/density-matrix-bloch-qcircuit
cmendl/diatomic
Electronic prolate spheroidal orbitals for diatomic molecules
cmendl/edgar-luescher-seminar-2023
Presentation at the Edgar-Lüscher-Seminar 2023 in Zwiesel
cmendl/inhom-quantum-boltzmann-fourier-c
Spatially inhomogeneous matrix-valued quantum Boltzmann equation using Fourier transformation (C implementation)
cmendl/lindbladian_simulation
cmendl/netket
Machine learning algorithms for many-body quantum systems
cmendl/raytracing
Didactic ray tracing implementation using Python
cmendl/Raytracing.jl
Didactic ray tracing implementation using Julia
cmendl/tensornetwork.org
Source for The Tensor Network open-source review article