THE CLASSIFICATION OF (42,6)(8) ARCS

  • Betten, Anton
  • Cheon, Eun Ju
  • Kim, Seon Jeong
  • Maruta, Tatsuya
Citations

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SCOPUS

5

초록

It is known that 42 is the largest size of a 6-arc in the Desarguesian projective plane of order 8. In this paper, we classify these (42,6)8 arcs. Equivalently, we classify the smallest 3-fold blocking sets in PG(2,8), which have size 31.

키워드

Arcblocking setprojective planeCODES
제목
THE CLASSIFICATION OF (42,6)(8) ARCS
저자
Betten, AntonCheon, Eun JuKim, Seon JeongMaruta, Tatsuya
DOI
10.3934/amc.2011.5.209
발행일
2011-05
유형
Article
저널명
Advances in Mathematics of Communications
5
2
페이지
209 ~ 223