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        "description": "# Qsymm\n\n**Symmetry finder and symmetric Hamiltonian generator**\n\n`qsymm` is an [open-source](LICENSE) Python library that makes symmetry analysis simple.\n\nIt automatically generates model Hamiltonians from symmetry constraints and finds the full symmetry group of your Hamiltonian.\n\nCheck out the introductory [example notebook](basics.ipynb) to see examples of how to use `qsymm`.\n\n## Implemented algorithms\n\n![summary of methods](summary.svg \"Summary of methods\")\n\nThe two core concepts in `qsymm` are _Hamiltonian families_ (Hamiltonians that may depend on free parameters) and _symmetries_. We provide powerful classes to handle these:\n\n+ `Model` is used to store symbolic Hamiltonians that may depend on momenta and other free parameters. We use `sympy` for symbolic manipulation, but our implementation utilizes `numpy` arrays for efficient calculations with matrix valued functions.\n\n+ `PointGroupElement` and `ContinuousGroupGenerator` are used to store symmetry operators. Besides the ability to combine symmetries, they can also be applied to a `Model` to transform it.\n\nWe implement algorithms that form a two-way connection between Hamiltonian families and symmetries.\n\n+ Symmetry finding is handled by `symmetries`, it takes a `Model` as input and finds all of its symmetries, including conserved quantities, time reversal, particle-hole, and spatial rotation symmetries. See [`symmetry_finder.ipynb`](symmetry_finder.ipynb) and [`kekule.ipynb`](kekule.ipynb) for detailed examples.\n\n+ `continuum_hamiltonian` and `bloch_family` are used to generate __k.p__ or lattice Hamiltonians from symmetry constraints. See [`kdotp_generator.ipynb`](kdotp_generator.ipynb), [`bloch_generator.ipynb`](bloch_generator.ipynb) and [`kekule.ipynb`](kekule.ipynb) for detailed examples.\n\n## Installation\n`qsymm` works with Python 3.5 and is available on PyPI:\n```bash\npip install qsymm\n```\n\nSome of the example notebooks also require [Kwant](https://kwant-project.org/).\n\n## Development\n`qsymm` is on [Gitlab](https://gitlab.kwant-project.org/qt/qsymm), visit there if you would like to to contribute, report issues, or get the latest development version.\n\n\n",
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