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layout title citations used_software used_software_technical
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Credits
name url authors month year
Computing the center of a fusion category
Fabian Mäurer, Ulrich Thiel
June
2024
name url authors month year
Invariant Grassmannians and a K3 surface with an action of order 192*2
Stevell Muller
Apr.
2024
name url authors month year
An arithmetic count of osculating lines
Giosuè Muratore
Dec.
2023
name url authors month year
Finite groups of symplectic birational transformations of IHS manifolds of OG10 type
Lisa Marquand, Stevell Muller
Oct.
2023
name url authors journal volume month year
Algebraic and geometric computations in OSCAR
Mara Belotti, Michael Joswig, Chiara Meroni, Victoria Schleis, Johannes Schmitt
SIAM
Vol. 56
Sept.
2023
name url authors month year
Computations of Gromov-Witten invariants of toric varieties
Giosuè Muratore
Sept.
2023
name url authors journal month year doi
On $\mathbb{Q}$-factorial terminalizations of symplectic linear quotient singularities
Johannes Schmitt
PhD Thesis
July
2023
10.26204/KLUEDO/7351
name url authors month year
Some thoughts and experiments on Bergman's compact amalgamation problem
Michael Joswig, Mario Kummer, Andreas Thom, Claudia He Yun
Apr.
2023
name url authors month year
Toric Geometry in OSCAR
Martin Bies, Lars Kastner
Mar.
2023
name url authors journal volume year doi
Brill-Noether-general limit root bundles: Absence of vector-like exotics in F-theory Standard Models
Martin Bies, Mirjam Cvetič, Ron Donagi, Marielle Ong
Journal of High Energy Physics
Vol. 11
2022
10.1007/JHEP11(2022)004
name url authors journal volume year
Computing Galois Groups of Ehrhart Polynomials in OSCAR
Claus Fieker, Tommy Hofmann, Michael Joswig
Séminaire Lotharingien de Combinatoire
86B
2022
name url authors month year
Classification of Symplectic Birational Involutions of Manifolds of OG10 type
Lisa Marquand, Stevell Muller
June
2022
name url authors month year
Introduction to Toric Geometry
Simon Telen
Mar.
2022
name url authors month year
Exact semidefinite programming bounds for packing problems
Maria Dostert, David de Laat, Philippe Moustrou
Jan.
2020
name website
GAP
name website
Polymake
name website
Singular
name website
GMP
name website
MPFR
name website
Arb
name website
NTL
name website
Flint
name website
Antic
name website
AbstractAlgebra
name website
msolve
name website
Julia

Software used in the OSCAR project

Mathematical software

The OSCAR project is based on the following mathematical software:

{% assign entries = page.used_software | sort_natural:"name" %}

Technical software

The following software is used as technical components in the OSCAR project:

{% assign entries = page.used_software_technical | sort_natural:"name" %}

Citations of OSCAR and its components

    {% for p in page.citations %}
  • {% if p.url != null %} {% assign link_open = true %} {% endif %} {{ p.name }}{% if link_open %}{% assign link_open = false %}{% endif %} {% if p.authors != null %} {{ p.authors }} - {% endif %} {% if p.journal != null %} {{ p.journal }}, {% else %} Preprint, {% endif %} {% if p.volume != null %} {{ p.volume }} {% endif %} {% if p.month != null %} {{ p.month }} {% endif %} {% if p.year != null %} {{ p.year }}, {% endif %} {% if p.doi != null %} {{ p.doi }} {% endif %}
  • {% endfor %}