Tutorials
This page contains jupyter notebooks that demonstrate the functionality of the OSCAR project.
For each topic, you can decide to open a static version of the jupyter notebook, powered by nbviewer.
Alternatively, you can inspect the jupyter notebook directly on github.
How to interact with a "live" version
It is possible from the notebook page to download it and run it locally:
- open the context menu (via right-click on Linux and Windows, or ctrl-click on macOS)
on the download icon of the notebook (in the upper right corner), which will allow
you to save the notebook file (say
Singular.ipynb) in a directory of your choice
(say ~/Documents);
- make sure that you have the
Oscar package installed
(cf. the installation page);
in some cases, you might have to also install explicitly one of its subpackages, for
example Singular (this is accomplished by running
using Pkg; Pkg.add("Singular")) in a Julia REPL;
- install
IJulia if it is not already installed (typically by running
using Pkg; Pkg.add("IJulia") at the Julia REPL, cf.
installation instructions),
and launch it (typically by running using IJulia; notebook());
- you should by now have landed on
a page in your web browser, with "jupyter" written in the upper left corner;
below is a file explorer: open the notebook file (e.g. browse to
~/Documents and click on Singular.ipynb);
you might see a pop-up with the message "Kernel not found", in which case
just select the Jupyter kernel you installed (e.g. "Julia 1.4.1") in the drop-down menu.
Polynomial Rings
Author(s): John Abbott, Martin Bies, Luca Remke, Hans Schönemann
Last modified: March 28, 2024
Github
Polyhedral Geometry
Author(s): Luca Remke
Last modified: April 3, 2024
Github
Toric geometry
Author(s): Martin Bies, Luca Remke
Last modified: March 28, 2024
Github
F-Theory Tools
Author(s): Martin Bies, Andrew P. Turner
Last modified: April 3, 2024
Github
Quadratic lattices
Author(s): Tommy Hofmann
Last modified: January 26, 2024
Github
Generation of sporadic simple groups by 𝜋- and 𝜋'-subgroups
Author(s): Thomas Breuer
Last modified: April 3, 2024
Github
Analyzing Rubik's Cube
Author(s): Martin Schönert (translated to OSCAR by Thomas Breuer)
Last modified: April 3, 2024
Github
Introduction to Number Fields: Towers
Author(s): Claus Fieker
Last modified: April 4, 2024
Github
Perfect central extensions of PSL(3,4) in the Monster group
Author(s): Thomas Breuer
Last modified: April 12, 2024
Github
Out of Date Tutorials
Polynomial Rings
Author(s): John Abbott, Martin Bies, Luca Remke, Hans Schönemann
Last modified: March 28, 2024
Github
Polyhedral Geometry
Author(s): Luca Remke
Last modified: April 3, 2024
Github
Toric geometry
Author(s): Martin Bies, Luca Remke
Last modified: March 28, 2024
Github
F-Theory Tools
Author(s): Martin Bies, Andrew P. Turner
Last modified: April 3, 2024
Github
Quadratic lattices
Author(s): Tommy Hofmann
Last modified: January 26, 2024
Github
Generation of sporadic simple groups by 𝜋- and 𝜋'-subgroups
Author(s): Thomas Breuer
Last modified: April 3, 2024
Github
Analyzing Rubik's Cube
Author(s): Martin Schönert (translated to OSCAR by Thomas Breuer)
Last modified: April 3, 2024
Github
Introduction to Number Fields: Towers
Author(s): Claus Fieker
Last modified: April 4, 2024
Github
Perfect central extensions of PSL(3,4) in the Monster group
Author(s): Thomas Breuer
Last modified: April 12, 2024
Github
Last updated on 22-04-2024
