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14

ORDER
2002

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Posets on up to 16 Points

13 years 4 months ago

Posets on up to 16 Points

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In this article we describe a very efficient method to construct pairwise nonisomorphic posets (equivalently, T0 topologies). We also give the results obtained by a computer program based on this algorithm, in particular the numbers of nonisomorphic posets on 15 and 16 points and the numbers of labelled posets and topologies on 17 and 18 points.

Gunnar Brinkmann, Brendan D. McKay

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Algorithm | Nonisomorphic Posets | ORDER 2002 | Topologies |

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Added	23 Dec 2010
Updated	23 Dec 2010
Type	Journal
Year	2002
Where	ORDER
Authors	Gunnar Brinkmann, Brendan D. McKay

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