Tutorials
Explore Jupyter notebooks demonstrating OSCAR’s capabilities.
These tutorials are for OSCAR v1.3.1,
the latest stable release. To avoid compatibility issues, make sure you're using this version
(upgrade instructions).
To download and run a tutorial locally:
- Open the tutorial in nbviewer (or view it directly on GitHub).
- Right-click (or Ctrl-click on macOS) the download icon at the top-right.
- Select Save As... and save the file to your computer.
- If OSCAR is not yet installed, follow the installation guide.
If it's already installed, ensure you're using version OSCAR v1.3.1
by checking the upgrade instructions.
- Complete Step 5
of the installation guide to ensure your system is set up to run the tutorials.
Looking for more examples? Check out the
polymake examples and
Hecke examples.
Want to improve or add a tutorial? See our
contribution guidelines.
Polynomial Rings
Author(s): John Abbott, Martin Bies, Luca Remke, Hans Schönemann
Last modified: July 12, 2024
Github
Polyhedral Geometry
Author(s): Martin Bies, Luca Remke
Last modified: July 12, 2024
Github
Toric geometry
Author(s): Martin Bies, Luca Remke
Last modified: March 03, 2025
Github
F-Theory Tools
Author(s): Martin Bies, Andrew P. Turner
Last modified: July 12, 2024
Github
F-Theory Tools -- Advanced Functionality
Author(s): Martin Bies, Andrew P. Turner, Mikelis E. Mikelson
Last modified: March 03, 2025
Github
Elliptic Fibrations and Covered Schemes
Author(s): Simon Brandhorst, Matthias Zach
Last modified: August 02, 2024
Github
Quadratic lattices
Author(s): Tommy Hofmann
Last modified: July 27, 2024
Github
Intersection Product on the Cartesian Product of a Curve
Author(s): Daniele Agostini, Daniel Plaumann, Rainer Sinn, Yannik Wesner
Last modified: August 03, 2024
Github
Generation of sporadic simple groups by 𝜋- and 𝜋'-subgroups
Author(s): Thomas Breuer
Last modified: April 11, 2024
Github
Analyzing Rubik's Cube
Author(s): Martin Schönert (translated to OSCAR by Thomas Breuer)
Last modified: June 24, 2024
Github
Introduction to Number Fields: Towers
Author(s): Claus Fieker
Last modified: April 04, 2024
Github
Perfect central extensions of PSL(3,4) in the Monster group
Author(s): Thomas Breuer
Last modified: April 11, 2024
Github
Computations with Binomial Ideals
Author(s): Wolfram Decker, Clara Petroll
Last modified: May 15, 2024
Github
Linear Algebra
Author(s): Martin Bies, Aaruni Kaushik
Last modified: January 31, 2025
Github
Out of Date Tutorials
Polynomial Rings
Author(s): John Abbott, Martin Bies, Luca Remke, Hans Schönemann
Last modified: July 12, 2024
Github
Polyhedral Geometry
Author(s): Martin Bies, Luca Remke
Last modified: July 12, 2024
Github
Toric geometry
Author(s): Martin Bies, Luca Remke
Last modified: March 03, 2025
Github
F-Theory Tools
Author(s): Martin Bies, Andrew P. Turner
Last modified: July 12, 2024
Github
F-Theory Tools -- Advanced Functionality
Author(s): Martin Bies, Andrew P. Turner, Mikelis E. Mikelson
Last modified: March 03, 2025
Github
Elliptic Fibrations and Covered Schemes
Author(s): Simon Brandhorst, Matthias Zach
Last modified: August 02, 2024
Github
Quadratic lattices
Author(s): Tommy Hofmann
Last modified: July 27, 2024
Github
Intersection Product on the Cartesian Product of a Curve
Author(s): Daniele Agostini, Daniel Plaumann, Rainer Sinn, Yannik Wesner
Last modified: August 03, 2024
Github
Generation of sporadic simple groups by 𝜋- and 𝜋'-subgroups
Author(s): Thomas Breuer
Last modified: April 11, 2024
Github
Analyzing Rubik's Cube
Author(s): Martin Schönert (translated to OSCAR by Thomas Breuer)
Last modified: June 24, 2024
Github
Introduction to Number Fields: Towers
Author(s): Claus Fieker
Last modified: April 04, 2024
Github
Perfect central extensions of PSL(3,4) in the Monster group
Author(s): Thomas Breuer
Last modified: April 11, 2024
Github
Computations with Binomial Ideals
Author(s): Wolfram Decker, Clara Petroll
Last modified: May 15, 2024
Github
Linear Algebra
Author(s): Martin Bies, Aaruni Kaushik
Last modified: January 31, 2025
Github
Tutorial grid last updated on April 26 2025
