QuSpin

Many-body simulator

An exact diagonalization and quantum dynamics package for many-body systems

A python wrapper for doing ED calculations on many-body systems

GitHub

25 stars
0 watching
6 forks
Language: Python
last commit: almost 2 years ago
Linked from 1 awesome list


Backlinks from these awesome lists:

Related projects:

Repository Description Stars
adamisntdead/qusimpy A Python module simulating the behavior of quantum computers using linear algebra 720
quantum-visualizations/qmsolve A Python module for solving and visualizing the Schrödinger equation in quantum mechanics 904
quantumlib/openfermion A Python library for simulating fermionic systems in quantum computers. 1,526
bbn-q/qsimulator.jl Software package for simulating the dynamics of quantum systems in general 27
corbett/quantumcomputing A Python simulator for a 5-qubit quantum computer with limited gates. 589
qutip/qutip A software framework for simulating the dynamics of quantum systems 1,711
sequencing-dev/sequencing A Python package for simulating realistic quantum control sequences using QuTiP. 13
tqsd/qunetsim A framework for simulating quantum networks and testing quantum protocols. 118
tiago939/quforge A Python-based simulator for quantum systems composed of qudits 11
jcmgray/quimb A Python library for performing 'quantum information many-body' calculations using tensor networks. 499
netket/netket Delivers methods for studying many-body quantum systems with machine learning and neural networks 548
libtangle/qcgpu Provides a Python-based simulator for quantum computing, leveraging hardware acceleration to enhance simulation performance. 439
nathanshammah/piqs A Python library for simulating the dynamics of indistinguishable quantum particles in open quantum systems 17
artiste-qb-net/qubiter A Python-based suite of tools for designing and simulating quantum circuits on classical computers. 121
usccacs/mistiqs Software for generating, compiling, and executing quantum circuits to simulate quantum many-body dynamics of systems governed by Heisenberg Hamiltonians. 17