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https://github.com/uberparagon/mgn
22 June 2021, 16:13:34 UTC
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Revision 1bceb8639f5a15c2e4f1f1c3602210aa5ed7d2e4 authored by Drew Johnson on 13 September 2017, 05:33:29 UTC, committed by Drew Johnson on 13 September 2017, 05:33:29 UTC
improved some docs, discoverd bug in top intersectsions
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Tip revision: 1bceb8639f5a15c2e4f1f1c3602210aa5ed7d2e4 authored by Drew Johnson on 13 September 2017, 05:33:29 UTC
improved some docs, discoverd bug in top intersectsions
Tip revision: 1bceb86
readme.rst
Installation
==============

The module is distributed on PyPI. You just need to run the following command: ::

    $ sage -pip install mgn --user

The ``–user`` option is optional and allows you to install the module in your user space (and does not require administrator rights). 

(figure this part out) If that doesn't work try updating sage (some earlier versions of sage are packaged with an incompatible version of PyPI.)

If that still fails, try downloading the source, extracting it, opening a terminal in the directory that has the ``setup.py`` file, and run: ::

    $ sage setup.py -install

mgn Package
============

The ``mgn`` package contains two modules for computations on the moduli space of curves.

strataalgebra
--------------

This module computes product in the strata algebra. It also contains some of A. Pixton's code to compute FZ relations. `Read the documentation <https://rawgit.com/uberparagon/mgn/master/strataalgebra/_build/html/index.html>`__.


To see if it is installed, try: ::
    
    sage: from strataalgebra import *
    sage: StrataAlgebra(QQ, 1, (1,2))
    StrataAlgebra with genus 1 and markings (1, 2) over RationalField
    
topintersections
----------------- 

This module computes top intersections. `Read the documentation <https://rawgit.com/uberparagon/mgn/master/topintersections/_build/html/index.html>`__.

To see if it is installed, try: ::
    
    sage: from topintersections import *
    sage: space(1, 2)
    [1]  psi1
    [2]  psi2
    [3]  ka1
    [4]  ka2
    [5]  ch1
    [6]  irr
    [7]  Dg0m1_2
    [8]  la1
    Mbar_1_2
    sage: intnum(psi1*psi2)
    1/24
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