Stars
Tutorials for GPU-accelerated quantum state preparation of chemistry systems
The agent harness performance optimization system. Skills, instincts, memory, security, and research-first development for Claude Code, Codex, Opencode, Cursor and beyond.
A list of policies by different open source projects about how to engage with AI-generated contributions.
Faster simulation of fermionic quantum circuits.
Light, fluffy, and always free - The AWS Local Emulator alternative
Comprehensive, GPU accelerated framework for developing universal virtual quantum processors
A python implementation of Gate Set Tomography
AdalFlow: The library to build & auto-optimize LLM applications.
📖 An opinionated intermediate/advanced Git book
The Quantum Abstract Machine (QUAM) is a comprehensive framework designed to abstract and manage quantum programming environments, providing robust tools for configuring and running quantum operati…
Quantum EDA and physics level digital‑twin for neutral‑atom quantum processors
A read-only mirror of the ZI laboneq-applications repository.
Einsum Path Optimization for Tensor Contraction (opt_einsum in Rust, without computation)
The QuTiP quantum information processing package
Qililab is a generic and scalable quantum control library used for fast characterization and calibration of quantum chips. Qililab also offers the ability to execute high-level quantum algorithms w…
A Python library for designing chips (Photonics, Analog, Quantum, MEMS), PCBs, and 3D-printable objects. We aim to make hardware design accessible, intuitive, and fun—empowering everyone to build t…
Test and demo notebooks for the sympy.physics.quantum
ajgpitch / sympsi
Forked from sympsi/sympsiSymbolic Quantum Mechanics using SymPy
Blazing-fast native TypeScript runtime written in Go — no Node.js, no JavaScript VM.
Python package to solve waveguide QED systems using Matrix Product States
Python version gridsynth program computes approximations of Z-rotations over the Clifford+T gate set
High-performance Clifford+T circuit optimizer using phase-polynomial methods and punctured Reed–Muller decoding.
A Framework For Mixed-Dimensional Qudit Quantum Computing