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Python package for analyzing two-qubit gates in the Weyl chamber

Project description

The weylchamber package

Python package for analyzing two-qubit gates in the Weyl chamber

Development of the weylchamber package happens on Github. You can read the full documentation online.

Installation

To install the latest released version of the weylchamber package, run this command in your terminal:

$ pip install weylchamber

This is the preferred method to install weylchamber, as it will always install the most recent stable release.

If you don’t have pip installed, this Python installation guide can guide you through the process.

To install the latest development version of weylchamber from Github.

$ pip install git+https://github.com/qucontrol/weylchamber.git@master#egg=weylchamber

Usage

To use weylchamber in a project:

import weylchamber

See the Tutorial for details.

History

0.6.0 (2024-06-04)

  • Update: qutip >= 5.0 is now required

  • Drop: Compatibility with qutip < 5.0

  • Removed: function cartan_decomposition. This would return wrong results, and it is not clear how to implement it correctly.

0.5.0 (2024-06-03)

  • Drop: Compatibility with matplotlib < 3.3

  • Drop: Compatibility with qutip >= 5.0

0.4.0 (2022-03-18)

  • Drop: Support for Python 3.5-3.7

  • Add: Support for Python 3.8-3.9

  • Update: Use QuTiP 4.6

This is a maintenance release updating to the latest versions of Python and QuTiP and dropping support of versions that have reached end-of-life

0.3.2 (2019-08-02)

  • Fix: adapt to changes in QuTiP 4.4

  • Fix: adapt to changes in Sphinx (better-apidoc 0.3.1)

0.3.1 (2019-02-15)

  • Fix: the routine make_PE_krotov_chi_constructor now returns a function that is compatible with a stricter interface for chi_constructor in the krotov packages (which now requires that chi_constructor routines accept keyword arguments).

0.3.0 (2019-01-26)

  • Add: routine make_PE_krotov_chi_constructor for calculating the boundary conditions for the backward propagation in an optimization towards a perfect entangler using Krotov’s method

0.2.1 (2018-12-18)

  • Bugfix: project metadata

0.2.0 (2018-12-18)

  • Add: Conversion between canonical basis and Bell basis: functions bell_basis, gate, and mapped_basis

0.1.0 (2018-11-22)

  • Initial release

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