LLNL / quandaryLinks
Optimal control for open quantum systems
☆57Updated this week
Alternatives and similar repositories for quandary
Users that are interested in quandary are comparing it to the libraries listed below
Sorting:
- Juqbox.jl solves quantum optimal control problems in closed quantum systems☆45Updated last year
- Julia toolkit for open quantum system simulation.☆77Updated 2 years ago
- ☆57Updated 11 months ago
- An intuitive programming package for simulating and analyzing Clifford-dominated circuits, quantum measurement, and stabilizer states wit…☆84Updated 6 months ago
- Differentiable simulation of superconducting quantum processors.☆32Updated 2 weeks ago
- A Tutorial on Optimal Control and Reinforcement Learning methods for Quantum Technologies, notebooks☆17Updated last year
- Tensor Network QPU Simulator for Eclipse XACC☆45Updated 9 months ago
- ☆48Updated 8 months ago
- A Mathematica package for multithreaded and GPU simulation of quantum computers☆38Updated 6 months ago
- Simulation and visualization of quantum error correcting codes☆75Updated 2 months ago
- A Julia library for Pauli propagation simulation of quantum circuits and quantum systems.☆119Updated 2 weeks ago
- A Python library to integrate automatic differentiation tools such as JAX with QuTiP and related quantum software packages.☆44Updated 3 years ago
- Software for exploring, developing, and evaluating quantum error-correction protocols.☆44Updated this week
- A matrix-product-operators solver for the dynamics of interacting qubits modeled by a Lindblad master equation, written in C++ and wrappe…☆44Updated 3 months ago
- Toolset for control, calibration and characterization of physical systems☆71Updated last year
- ☆49Updated last week
- benchmarking quantum circuit emulators for your daily research usage☆127Updated 3 years ago
- Robust Quantum Optimal Control with Trajectory Optimization☆24Updated 3 years ago
- ☆14Updated last year
- A collection of distributed algorithms for the full-state simulation of digital quantum statevectors and density matrices