Geodesic
Biembeddings of 2-rotational Steiner triple systems
M. J. Grannell1 ; J. Z. Schroeder2
1The Open University
2George Mason University
The electronic journal of combinatorics, Tome 22 (2015) no. 2
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It is shown that for $v\equiv 1$ or 3 (mod 6), every pair of Heffter difference sets modulo $v$ gives rise to a biembedding of two 2-rotational Steiner triple systems of order $2v+1$ in a nonorientable surface.
DOI : 10.37236/4691
Classification : 05C60, 05B07
Mots-clés : topological embedding, Steiner triple system, Heffter difference set

M. J. Grannell  1   ; J. Z. Schroeder  2

1 The Open University
2 George Mason University 
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     title = {Biembeddings of 2-rotational {Steiner} triple systems},
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M. J. Grannell; J. Z. Schroeder. Biembeddings of 2-rotational Steiner triple systems. The electronic journal of combinatorics, Tome 22 (2015) no. 2. doi: 10.37236/4691

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