Buckets:
| .. _installation: | |
| Installation | |
| ------------ | |
| The SymPy CAS can be installed on virtually any computer with Python 2.5 or | |
| above. SymPy does not require any special Python modules: let us know if you | |
| have any problems with SymPy on a standard Python install. The current | |
| recommended method of installation is directly from the source files. | |
| Alternatively, executables are available for Windows, and some Linux | |
| distributions have SymPy packages available. | |
| Source | |
| ====== | |
| SymPy currently recommends that users install directly from the source files. | |
| You will first have to download the source files via the archive. Download the | |
| latest release (tar.gz) from the `downloads site`_ and open it with your | |
| operating system's standard decompression utility. | |
| When downloading the archive, make sure to get the correct version (Python 2 or | |
| Python 3). If you're not sure which one to use, you probably want the Python 2 | |
| version. Note that you can install both if you want. | |
| After the download is complete, you should have a folder called "sympy". From | |
| your favorite command line terminal, change directory into that folder and | |
| execute the following:: | |
| $ python setup.py install | |
| Alternatively, if you don't want to install the package onto your computer, you | |
| may run SymPy with the "isympy" console (which automatically imports SymPy | |
| packages and defines common symbols) by executing within the "sympy" folder:: | |
| $ ./bin/isympy | |
| You may now run SymPy statements directly within the Python shell:: | |
| >>> from __future__ import division | |
| >>> from sympy import * | |
| >>> x, y, z, t = symbols('x y z t') | |
| >>> k, m, n = symbols('k m n', integer=True) | |
| >>> f, g, h = symbols('f g h', cls=Function) | |
| >>> print diff(x**2/2, x) | |
| x | |
| Git | |
| === | |
| If you are a developer or like to get the latest updates as they come, be sure | |
| to install from git. To download the repository, execute the following from the | |
| command line:: | |
| $ git clone git://github.com/sympy/sympy.git | |
| Then, execute either the setup.py or the bin/isympy scripts as demonstrated | |
| above. | |
| To update to the latest version, go into your repository and execute:: | |
| $ git pull origin master | |
| If you want to install SymPy, but still want to use the git version, you can run | |
| from your repository:: | |
| $ setupegg.py develop | |
| This will cause the installed version to always point to the version in the git | |
| directory. | |
| If you're using the git repository with Python 3, you have to use the | |
| ``./bin/use2to3`` script to build the Python 3 version of SymPy. This will put | |
| everything in the py3k-sympy directory. | |
| Anaconda | |
| ======== | |
| Although SymPy does not have any hard dependencies, many nice features are | |
| only enabled when certain libraries are installed. For example, without | |
| Matplotlib, only simple text-based plotting is enabled. With the IPython | |
| notebook or qtconsole, you can get nicer `\LaTeX` printing by running | |
| ``%loadext sympy.interactive.ipythonprinting``. An easy way to get all these | |
| libraries in addition to SymPy is to install `Anaconda | |
| <http://continuum.io/downloads.html>`_, which is a free Python distribution | |
| from Continuum Analytics that includes SymPy, Matplotlib, IPython, NumPy, and | |
| many more useful packages for scientific computing. | |
| Other Methods | |
| ============= | |
| An installation executable is available for Windows users at the | |
| `downloads site`_ (.exe). In addition, various Linux distributions have SymPy | |
| available as a package. Others are strongly encouraged to download from source | |
| (details above). | |
| Run SymPy | |
| ========= | |
| After installation, it is best to verify that your freshly-installed SymPy | |
| works. To do this, start up Python and import the SymPy libraries:: | |
| $ python | |
| >>> from sympy import * | |
| From here, execute some simple SymPy statements like the ones below:: | |
| >>> x = Symbol('x') | |
| >>> limit(sin(x)/x, x, 0) | |
| 1 | |
| >>> integrate(1/x, x) | |
| log(x) | |
| For a starter guide on using SymPy effectively, refer to the :ref:`tutorial`. | |
| Questions | |
| ========= | |
| If you have a question about installation or SymPy in general, feel free to | |
| visit the IRC channel at irc.freenode.net, channel `#sympy`_. In addition, | |
| our `mailing list`_ is an excellent source of community support. | |
| If you think there's a bug or you would like to request a feature, please open | |
| an `issue ticket`_. | |
| .. _downloads site: https://code.google.com/p/sympy/downloads/list | |
| .. _#sympy: irc://irc.freenode.net/sympy | |
| .. _issue ticket: http://code.google.com/p/sympy/issues/list | |
| .. _mailing list: http://groups.google.com/group/sympy | |
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