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A Python class for (local) Poisson-Nijenhuis calculus on Poisson manifolds

Project description

PoissonGeometry

A Python class for (local) Poisson-Nijenhuis calculus on Poisson manifolds:

sharp_morphism lichnerowicz_poisson_operador modular_vf
poisson_bracket bivector_to_matrix jacobiator
hamiltonian_vf is_homogeneaos_unimodular one_forms_bracket
isomorphic_lie_poisson_R3 linear_normal_form_R3 gauge_transformation
flaschka_ratiu_bivector is_poisson_tensor is_in_kernel
is_casimir is_poisson_vf is_poisson_par
curl_operator

Motivation

Some of the functions in this class have been used to obtain the results in the following publications.

Lett. Math. Phys. 105, 1533-1550 (2015).

Bol. Soc.Mat. Mex. 22, 263-280 (2016)

Ann. Glob. Anal. Geom. (2019) 55, 777-804 (2019)

Journal of Singularities 19, 19-33(2019)

🚀

  • Run on Colab English / Spanish

  • Run on your local machine

    • Clone this repository on your local machine.
    • Open a terminal with the path where you clone this repository.
    • Create a virtual environment,(see this link)
    • Install the requirements:
      (venv_name) C:Users/dekstop/poisson$ pip install -r requirements.txt
      
    • Open the python terminal to start:
      (venv_name) C:Users/dekstop/poisson$ python
      

Bugs & Contributions

Our issue tracker is at https://github.com/mevangelista-alvarado/poisson_geometry/issues. Please report any bugs that you find. Or, even better, if you are interested in our project you can fork the repository on GitHub and create a pull request.

Licence 📄

MIT licence

Authors ✒️

This work is developed and maintained by:

Thanks for citing our work if you use it! 🤓

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