Python implementation of automata theory.
- GitHub: https://github.com/whitemech/pythomata
- PyPI: https://pypi.org/project/pythomata/
- Documentation: https://whitemech.github.io/pythomata
- Changelog: https://whitemech.github.io/pythomata/release-history/
- Issue Tracker:https://github.com/whitemech/pythomata/issues
- Download: https://pypi.org/project/pythomata/#files
- from PyPI:
pip install pythomata
- or, from source (e.g.
develop
branch):
pip install git+https://github.com/whitemech/pythomata.git@develop
- or, clone the repository and install:
git clone https://github.com/whitemech/pythomata.git
cd pythomata
pip install .
- Define an automaton:
from pythomata import SimpleDFA
alphabet = {"a", "b", "c"}
states = {"s1", "s2", "s3"}
initial_state = "s1"
accepting_states = {"s3"}
transition_function = {
"s1": {
"b" : "s1",
"a" : "s2"
},
"s2": {
"a" : "s2",
"b" : "s1",
"c" : "s3",
},
"s3":{
"c" : "s3"
}
}
dfa = SimpleDFA(states, alphabet, initial_state, accepting_states, transition_function)
- Test word acceptance:
# a word is a list of symbols
word = "bbbac"
dfa.accepts(word) # True
# without the last symbol c, the final state is not reached
dfa.accepts(word[:-1]) # False
- Operations such as minimization and trimming:
dfa_minimized = dfa.minimize()
dfa_trimmed = dfa.trim()
- Translate into a
graphviz.Digraph
instance:
graph = dfa.minimize().trim().to_graphviz()
To print the automaton:
graph.render("path_to_file")
For that you will need to install Graphviz. Please look at their download page for detailed instructions depending on your system.
The output looks like the following:
- Basic DFA and NFA support;
- Algorithms for DFA minimization and trimming;
- Algorithm for NFA determinization;
- Translate automata into Graphviz objects.
- Support for Symbolic Automata.
To run the tests:
tox
To run only the code style checks:
tox -e flake8 -e mypy
To build the docs:
mkdocs build
To view documentation in a browser
mkdocs serve
and then go to http://localhost:8000
Pythomata is released under the GNU Lesser General Public License v3.0 or later (LGPLv3+).
Copyright 2018-2020 WhiteMech