Existence of objects such as affine planes and resolvable block designs can be recast as algorithmic reductions involving the pigeonhole principle, allowing computability techniques to prove new combinatorial results.
Colbourn and Jeffrey H
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Finite combinatorics and computability theory
Existence of objects such as affine planes and resolvable block designs can be recast as algorithmic reductions involving the pigeonhole principle, allowing computability techniques to prove new combinatorial results.