Algebraic Design Theory

@inproceedings{Launey2011AlgebraicDT,
  title={Algebraic Design Theory},
  author={W. D. Launey and D. Flannery},
  year={2011}
}
Combinatorial design theory is a source of simply stated, concrete, yet difficult discrete problems, with the Hadamard conjecture being a prime example. It has become clear that many of these problems are essentially algebraic in nature. This book provides a unified vision of the algebraic themes which have developed so far in design theory. These include the applications in design theory of matrix algebra, the automorphism group and its regular subgroups, the composition of smaller designs to… Expand
Gröbner bases and cocyclic Hadamard matrices
On twin prime power Hadamard matrices
Morphisms of Butson classes
Difference sets and doubly transitive actions on Hadamard matrices
Orbit matrices of Hadamard matrices and related codes
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