Algorithmic Algebraic Combinatorics and Gröbner Bases

1. Loops, Latin Squares and Strongly Regular Graphs: An Algorithmic Approach viaAlgebraic Combinatorics
Aiso Heinze, Mikhail Klin

2. Siamese Combinatorial Objects via Computer Algebra Experimentation
Mikhail Klin, Sven Reichard, Andrew Woldar

3. Using Gröbner Bases to Investigate Flag Algebras and Association Scheme Fusion
Douglas A. Leonard

4. Enumerating Set Orbits
Christian Pech, Sven Reichard

5. The 2-dimensional Jacobian Conjecture: AComputational Approach
Ronen Peretz

6. Some Meeting Points of Gröbner Bases andCombinatorics
Bálint Felszeghy, Lajos Rónyai

7. A Construction of Isomorphism Classes ofOriented Matroids
Ralf Gugisch

8. Algorithmic Approach to Non-symmetric 3-class Association Schemes
Leif K. Jørgensen

9. Sets of Type (d
1,d
2) in Projective Hjelmslev Planes over Galois Rings
Axel Kohnert

10. A Construction of Designs from PSL(2,q) andPGL(2,q), q=1 mod 6, on q+2 Points
Izumi Miyamoto

11. Approaching Some Problems in Finite Geometry Through Algebraic Geometry
G. Eric Moorhouse

12. Computer Aided Investigation of Total Graph Coherent Configurations for Two Infinite Families of Classical Strongly Regular Graphs
Matan Ziv-Av

Nyckelord: Mathematics, Combinatorics, Geometry, Computational Science and Engineering, Mathematics of Computing, Algebra