forked from Singular/Singular
-
Notifications
You must be signed in to change notification settings - Fork 0
Gap, Polymake and Singular meeting, 29 30.03.2012, Berlin
Oleksandr Motsak edited this page Nov 30, 2012
·
4 revisions
Welcome to the Gap, Polymake and Singular coding sprint in Berlin
SPP-1489: Algorithmic and experimental methods in algebra, geometry and number theory
- Klaus Altmann (Freie Universität Berlin)
- Mohamed Barakat (Technische Universität Kaiserslautern)
- Janko Boehm (Technische Universität Kaiserslautern)
- Wolfram Decker (Technische Universität Kaiserslautern)
- Sebastian Gutsche (University of Aachen)
- Lars Kastner (Freie Universität Berlin)
- Benjamin Lorenz (Goethe Universität Frankfurt)
- Hans Schönemann (Technische Universität Kaiserslautern)
- Yue Ren (Technische Universität Kaiserslautern)
- Anna-Lena Winz (Freie Universität Berlin)
- polymake callable library
- libsingular
- Singular <-> Polymake interface via polymake callable library and libsingular
- in Singular: classes cones, fans and polytopes as shared library provided by gfanlib (see gfanlib.so)
- in Singular: classes divisors, pdivisors as standard library using newstruct (see divisor.lib)
- in Polymake: Ideals introduced as objects, desired properties.
- create a new wrapper for gfanlib and polymake callable library for Singular
- make polymake graphs available for Singular (for Hasse diagrams of the face poset of a cone/fan/polytope)
- documentation on shared libraries in Singular
- implement algorithm 2.1 of [Ilten, Kastner]
- take a Polymake matrix and create the Singular ring with the monomial ordering associated to this matrix.
- [Altmann, Hausen] Polyhedral Divisors and Algebraic Torus Actions
- [Altmann, Wisniewski] P-Divisors of Cox Rings
- [Ilten, Süß] AG Codes from Polyhedral Divisors
- Macaulay2 tutorial on divisors
- Singular meeting
- documentation on cones, fans and polytopes in Singular
- documentation on using polymake functions in Singular
- [Ilten, Kastner] Calculating Generators of Multigraded Algebras