# Sympy's Symbolic Quantum Mechanics Package
[SymPy](http://www.sympy.org/en/index.html) is a symbolic mathematics library for the [Python](https://www.python.org/)
programming language. SymPy has a subpackage, `sympy.physics.quantum` that implements a general symbolic
quantum mechanics package for Python, and a number of specific
quantum system on top of that:
* Quantum angular momentum.
* Quantum computing.
* Simple harmonic oscillator.
This repository contains a set of Jupyter Notebooks that
demonstrate the capabilities of `sympy.physics.quantum`.
You can browse static version of these notebooks here on GitHub, or click the `binder` badge below to launch a live Jupyter Notebook server with the notebooks in this repo.
[![Binder](https://beta.mybinder.org/badge.svg)](https://beta.mybinder.org/v2/gh/sympy/quantum_notebooks/master)
## Example
Here is an example of using `sympy.physics.quantum` to create a 3
qubit [Quantum Fourier Transform](https://en.wikipedia.org/wiki/Quantum_Fourier_transform),
decompose the circuit into primitive gates, and then visualize the circuit:
![Quantum Fourier Transform](images/qft_example.png)
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演示SymPy的符号量子力学包的Jupyter笔记本。_Jupyte.zip
共20个文件
ipynb:13个
md:2个
txt:1个
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演示SymPy的符号量子力学包的Jupyter笔记本。_Jupyte.zip (20个子文件)
quantum_notebooks-master
LICENSE 1KB
paper
paper.bib 3KB
paper.md 577B
requirements.txt 27B
.gitignore 731B
images
qft_example.png 78KB
README.md 1KB
notebooks
error_correction.ipynb 103KB
teleportation.ipynb 29KB
decompose.ipynb 45KB
qubits.ipynb 57KB
spin_orbit_interaction.ipynb 40KB
angular_momentum.ipynb 92KB
dirac_notation.ipynb 28KB
dense_coding.ipynb 33KB
fidelity.ipynb 20KB
sho1d.ipynb 62KB
qft.ipynb 63KB
grovers.ipynb 17KB
density.ipynb 16KB
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