| Author | Sekiguchi, Jiro | |
| Accessioned Date | 2008-05-13T06:27:45Z | |
| Available Date | 2008-05-13T06:27:45Z | |
| Issued Date | 2008-04-14 | |
| URI (for links/citations) | https://elib.sfu-kras.ru/handle/2311/714 | |
| Abstract | A simple six-line arrangement on a projective plane is obtained by a system of six labelled lines L1,L2,...,L6 with the conditions; (1) they are mutually different and (2) no three of them intersect at a point. We add the condition that (3) there is no conic tangent to all the lines. The main subject of this paper is to treat such arrangements on a projective plane over a finite prime field. | en |
| Size | 327717 bytes | |
| MIME | application/pdf | |
| Language | en | en |
| Publisher | Сибирский федеральный университет. Siberian Federal University | en |
| Is part of series | Журнал Сибирского федерального университета. Математика и физика. Journal of Siberian Federal University. Mathematics & Physics | en |
| Is part of series | 2008 1 (2) | en |
| Subject | projective plane | en |
| Subject | finite prime field | en |
| Subject | quadratic residue | en |
| Title | Studies on Systems of Six Lines on a Projective Plane over a Prime Field | en |
| Type | Journal Article | |
| Type | Published Journal Article | |
| Contacts | Department of Mathematics,Tokyo University of Agriculture and Technology, Koganei, Tokyo 184-8588,
Japan, e-mail: sekiguti@cc.tuat.ac.jp | |
| Pages | 140-151 | |
| sfu.metadata.dc.x-file | https://elib.krasu.ru/bitstream/2311/714/1/sekiguchi.pdf | |
