Which quantum solvers does this skill support?

The skill supports a wide range of solvers including sesolve for closed systems, mesolve for open systems, mcsolve for Monte Carlo trajectories, and advanced methods like Floquet and HEOM solvers.

Does this skill handle composite quantum systems?

Yes, it includes patterns for creating and manipulating composite systems using tensor products for qubits, oscillators, and other quantum objects.

Can I visualize quantum states using this skill?

Yes, it provides guidance for visualizing quantum states via Bloch spheres, Wigner functions, Q-functions, and Fock distribution plots.

What is the QuTiP Claude Code Skill?

It is a specialized capability that provides Claude with domain-specific knowledge and code patterns for using the Quantum Toolbox in Python (QuTiP) to simulate quantum mechanical systems.

QuTiP Quantum Simulations

Name: QuTiP Quantum Simulations
Author: K-Dense-AI

byK-Dense-AI

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3,719

Data Science & ML

Simulates and analyzes closed and open quantum systems using the Quantum Toolbox in Python (QuTiP).

About

The QuTiP skill empowers Claude to perform advanced quantum mechanics simulations, ranging from basic state manipulation and unitary evolution to complex open quantum system dynamics. It provides specialized support for solving Schrödinger and master equations, conducting Monte Carlo trajectories, and calculating quantum correlation functions. Whether you're working on quantum optics, quantum computing, or condensed matter physics, this skill helps you implement best practices for visualizing states on the Bloch sphere, calculating entanglement measures, and utilizing advanced solvers like Floquet theory and HEOM.

Key Features

Quantum state and operator manipulation (kets, bras, density matrices)
3,719 GitHub stars
Advanced methods for Floquet theory and HEOM
Closed and open quantum system dynamics solvers
Entanglement, fidelity, and steady-state analysis
Comprehensive visualization tools including Bloch sphere and Wigner functions

Use Cases

Calculating steady states and correlation functions for dissipative systems
Simulating quantum optics and cavity QED systems
Analyzing entanglement and decoherence in multi-qubit gates

About

Key Features

Quantum state and operator manipulation (kets, bras, density matrices)
3,719 GitHub stars
Advanced methods for Floquet theory and HEOM
Closed and open quantum system dynamics solvers
Entanglement, fidelity, and steady-state analysis
Comprehensive visualization tools including Bloch sphere and Wigner functions

Use Cases

Calculating steady states and correlation functions for dissipative systems
Simulating quantum optics and cavity QED systems
Analyzing entanglement and decoherence in multi-qubit gates