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https://github.com/scikit-fuzzy/scikit-fuzzy

Fuzzy Logic SciKit (Toolkit for SciPy)
https://github.com/scikit-fuzzy/scikit-fuzzy

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Fuzzy Logic SciKit (Toolkit for SciPy)

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README

        

scikit-fuzzy
============

`scikit-fuzzy` is a fuzzy logic toolkit for SciPy.

The goals of scikit-fuzzy are:
* To provide the community with a robust toolkit of independently developed and
implemented fuzzy logic algorithms
* To increase the attractiveness of scientific Python as a valid alternative to
closed-source options.

Please cite [![DOI](https://zenodo.org/badge/8872608.svg)](https://zenodo.org/badge/latestdoi/8872608)
if you find scikit-fuzzy useful. A formal paper describing this package is in
preparation.

Source
------

https://github.com/scikit-fuzzy/scikit-fuzzy

Documentation
-------------

The documentation of the library can be found here: https://scikit-fuzzy.github.io/scikit-fuzzy/

Online Discussion & Mailing List
--------------------------------

Please join the discussion in our public chat room on Gitter.im
[![Gitter](https://badges.gitter.im/JoinChat.svg)](https://gitter.im/scikit-fuzzy/scikit-fuzzy?utm_source=badge&utm_medium=badge&utm_campaign=pr-badge&utm_content=badge)

or view/post on the Google Groups mailing list
http://groups.google.com/group/scikit-fuzzy

Installation
------------

Scikit-Fuzzy depends on

* Matplotlib >= 3.1
* NumPy >= 1.6
* SciPy >= 0.9
* NetworkX >= 1.9

and is available on PyPi! The latest stable release can always be obtained
and installed simply by running

$ pip install -U scikit-fuzzy

which will also work to upgrade existing installations to the latest release.

If you prefer to install from source or develop this package, you can fork and
clone this repository then install SciKit-Fuzzy by running

$ pip install -e .

or develop locally by running

$ pip install -e ".[develop]"

If you prefer, you can use SciKit-Fuzzy without installing by simply exporting
this path to your PYTHONPATH variable.

License
-------

Please read LICENSE.txt in this directory.

IEEE Rounding for Matlab users
------------------------------

It should be noted that Matlab rounds incorrectly. The IEEE standard (which is
how this package behaves) requires rounding to the nearest EVEN number if
exactly between, e.g. 1.5 --> 2; 2.5 --> 2; 3.5 --> 4; 4.5 --> 4, etc. This
minimizes systematic rounding error. Thus, if re-implementing algorithms from
Matlab code, slight inconsistencies in rounded results are expected. These are
not bugs, and will not be fixed.