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Cyclic bi-embeddings of Steiner triple systems on 31 points
Published online by Cambridge University Press: 04 June 2001
Extract
We investigate cyclic bi-embeddings in an orientable surface of Steiner triple systems on 31 points. Up to isomorphism, we show that there are precisely 2408 such embeddings. The relationship of these to solutions of Heffter's first difference problem is discussed and a procedure described which, under certain conditions, transforms one bi-embedding to another.
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- Research Article
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- 2001 Glasgow Mathematical Journal Trust
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