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Decompositions of finite projective planes
We consider decompositions of finite projective planes into copies of a particular structure. Our main theorem provides a connection between the existence of a proper projective subplane and the existence of a decomposition into sets of collinear points. Based on this result, we develop a connection between the existence of a projective subplane in a plane II and that of a hitting set in the dual of II.
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International mathematical journalVolume
1Issue
2Pagination
149 - 159Publisher
International Scientific PublicationsLocation
JapanISSN
1311-6797Language
engPublication classification
C1 Refereed article in a scholarly journalUsage metrics
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