The central theorem claiming S_k-sets of size near (n!)^{1/k} in S_n is invalid due to a permanent-counting error; several independent digraph extremal results remain.
A Complete Annotated Bibliography of Work Related to Sidon Sequences
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abstract
A Sidon sequence is a sequence of integers a_1 < a_2 < a_3 < ... with the property that the sums a_i+a_j (i\le j) are distinct. This work contains a survey of Sidon sequences and their generalizations, and an extensive annotated and hyperlinked bibliography of related work.
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New constructions and bounds for nonabelian Sidon sets with applications to Tur\'an-type problems
The central theorem claiming S_k-sets of size near (n!)^{1/k} in S_n is invalid due to a permanent-counting error; several independent digraph extremal results remain.