layout | title |
---|---|
page |
Code Examples |
What is OSCAR? (Claus Fieker, Michael Joswig)
- Commutative Algebra and Algebraic Geometry (Janko Böhm, Wolfram Decker, Frank-Olaf Schreyer)
- Number Theory (Claus Fieker, Tommy Hofmann)
- Group Theory (Max Horn, Claus Fieker)
- Polyhedral Geometry (Taylor Brysiewicz, Michael Joswig)
- Algorithms for Gromov-Witten Invariants of Elliptic Curves (Janko Böhm, Firoozeh Dastur, Alain Hoffmann, Hannah Markwig, Ali Traore)
- Toric Geometry (Martin Bies, Lars Kastner)
- Algorithms for GIT-Fans of Affine Torus Actions (Janko Böhm, Thomas Breuer)
- Elliptic Fibrations on Vinberg’s Most Algebraic K3 Surface (Simon Brandhorst, Matthias Zach)
- An Atlas of Orthogonal Representations (Thomas Breuer, Gabriele Nebe, Richard Parker)
- Gröbner Bases for Polynomial Ideals and Applications (Christian Eder, Rafael Mohr, Mohab Safey El Din)
- Invariant Theory (Wolfram Decker, Lakshmi Ramesh, Johannes Schmitt)
- Monomial Bases in Lie Theory (Xin Fang, Ghislain Fourier)
- Matroids (Daniel Corey, Lukas Kühne, Benjamin Schröter)
- Generic Root Counts of Tropically Transverse Systems (Isaac Holt, Yue Ren)
- Faithful Tropicalization of Hyperelliptic Curves (Hannah Markwig, Lukas Ristau, Victoria Schleis)
- Tropical Implicitization Revisited (Kemal Rose, Bernd Sturmfels, Simon Telen)
- F-Theory Applications (Martin Bies, Andrew P. Turner)
- Confirmable Workflows (Michael Joswig, Lars Kastner, Benjamin Lorenz)