| # | Participant | Project Name |
| 1 | Matthias Allmannsberger (Universität Passau) | Development, implementation and applications of fundamental algorithms, relying on Gröbner bases in free associative algebras |
| 2 | Thomas Bächler (RWTH Aachen) | Elimination and Counting via Thomas Decomposition |
| 3 | Inga Benner (Stuttgart) | Experiments with cellular structures |
| 4 | Marcus Bishop (Ruhr-Universität Bochum) | Computational aspects of the Cohomology of Coxeter arrangements: On Conjectures of Lehrer-Solomon and Felder-Veselov |
| 5 | Xenia Bogomolec (Leibniz Universität Hannover) | Algorithmic methods for arithmetic surfaces and regular, minimal models |
| 6 | Stanislav Bulygin (CASED / TU Darmstadt) | Algebraic-statistic attacks: Algorithms and tools |
| 7 | Burcin Erocal (TU Kaiserslautern) | Coordinator Project |
| 8 | Hassan Errami (Uni Bonn) | Bifurcations and Singularities of Algebraic Differential Equations |
| 9 | Thomas Feulner (Universität Bayreuth) | Algorithms for the Computation of Canonical Forms and Groups of Automorphisms of Linear Codes over Finite Rings and Related Objects |
| 10 | Martin Franzen (Universität Konstanz) | Computer algebra for geometric evolution equations |
| 11 | Florian Geiß (Universität des Saarlandes) | Syzygies, experiments in algebraic geometry and unirationality questions for moduli spaces |
| 12 | Felix Grelak (Universität Duisburg-Essen, Institut für experimentelle Mathematik) | Geometry of Deligne-Lusztig varieties |
| 13 | Johannes Hahn (Friedrich-Schiller-Universität Jena) | Computing with Hecke algebras |
| 14 | Simon Hampe (TU Berlin) | Algorithmic Methods in Tropical Geometry |
| 15 | Andreas Hochenegger (FU Berlin) | Exploiting torus actions in algebraic geometry |
| 16 | Max Horn (TU Braunschweig) | Applications of cohomology in group theory and number theory |
| 17 | Bradford Hovinen (TU Kaiserslautern) | Algebraic-statistic attacks: Algorithms and tools |
| 18 | Archiebold Karumbidza (Universität Heidelberg) | Algorithms for quotients of Bruhat-Tits buildings and automorphic forms |
| 19 | Lars Kastner (FU Berlin) | Exploiting torus actions in algebraic geometry |
| 20 | Simon King (Jena) | Computational Cohomology for basic algebras |
| 21 | Thorsten Lagemann (Universität Paderborn) | Asymptotics of wildly ramified Galois extensions of local or global function fields |
| 22 | Markus Lange-Hegermann (RWTH Aachen) | Elimination and Counting via Thomas Decomposition |
| 23 | Martin Lee (TU Kaiserslautern) | Fundamental Algorithms in Singular |
| 24 | Frederik Marks (Stuttgart) | Experiments with cellular structures |
| 25 | Tzanko Matev (Universität Bayreuth) | Algorithmic and Experimental Arithmetic Geometry |
| 26 | Pavel Metelitsyn (Johannes Gutenberg-Universität) | Monodromy Algorithms in Singular |
| 27 | Oleksandr Motsak (TU Kaiserslautern) | Fundamental Algorithms in Singular |
| 28 | Fabian Müller (Humboldt-Universität zu Berlin) | The study of the birational geometry of various moduli spaces of curves with the help of the computer algebra system Macaulay |
| 29 | Dung Tien Nguyen (Stuttgart) | Experiments with cellular structures |
| 30 | Alice Niemeyer (RWTH Aachen) | Generic Character Tables in GAP |
| 31 | Andreas Paffenholz (TU Darmstadt) | Triangulations and other decompositions of lattice polytopes in toric and tropical geometry |
| 32 | Stephan Ritscher (TU München) | Degree Bounds for Gröbner Bases of Important Classes of Polynomial Ideals and Efficient Algorithms (GBiC PolyA) |
| 33 | Julian Rüth (Universität Hannover) | Semistable reduction and wild quotient singularities |
| 34 | Andreas Steenpass (TU Kaiserslautern) | Coordinator Project |
| 35 | Grischa Studzinski (RWTH Aachen) | Development, implementation and applications of fundamental algorithms, relying on Gröbner bases in free associative algebras |
| 36 | Stefan Toman (TU München) | Degree Bounds for Gröbner Bases of Important Classes of Polynomial Ideals and Efficient Algorithms (GBiC PolyA) |
| 37 | Panagiotis Tsaknias (Luxembourg) | Algorithmic and experimental aspects of modular Galois representations over finite and modulo prime powers |
| 38 | Sandra Weigl (Universität Kassel) | The Equivariant Tamagawa Number Conjecture for the base change of an abelian variety |
| 39 | Anna-Lena Winz (FU Berlin) | Exploiting torus actions in algebraic geometry |
People