Given a properly face two-coloured triangulation of the graph Kn in a surface, a Steiner triple system can be constructed from each of the colour classes. The two Steiner triple systems obtained in this manner are said to form a biembedding. If the systems are isomorphic to each other it is a self-embedding. In the following, for each k ≥ 2, we construct a… (More)

@article{McCourt2016SelfembeddingsOD,
title={Self-embeddings of doubled affine Steiner triple systems},
author={Thomas A. McCourt and Justin Z. Schroeder},
journal={Australasian J. Combinatorics},
year={2016},
volume={66},
pages={23-43}
}