Article
Full entry |
PDF
(2.0 MB)
Feedback
PDF
(2.0 MB)
Feedback
Keywords:
real projective space; complex projective plane; representations; quasi- regular configuration
real projective space; complex projective plane; representations; quasi- regular configuration
Summary:
A quasiregular comfiguration is a finite partial plane, which not contains proper closed configuration. In this paper the authors investigate a representations of quasiregular configurations in real projective space and in comples projective plane.
References:
[1] М. Zаcharias. : Neue Wege zur Hesseschen Konfiguration. Math. Nachr. 2 (1949), 163-107. DOI 10.1002/mana.19490020307 | MR 0031249 | Zbl 0032.30001
[2] V. Metelka: Über ebene Konfigurationen ($12_4$,$16_3$). Časopis pěst. mat. 80 (1955), 133-145. Zbl 0068.34101
[3] B. Bydžovský: Über zwei neue ebene Konfigurationen ($12_4$,$16_3$). Czechoslovak Math. J. 4 (1954), 193-218. MR 0068843 | Zbl 0057.36602
[4] R. H. Bruck R. C. Bose: Linear representations of projective planes in projective spaces. Algebra 4 (1966), 117-172. DOI 10.1016/0021-8693(66)90054-8 | MR 0196590
[5] V. Chvál: Rappresentazione dei piani liberi nello spazio proiettivo. Rend. Ist. di Matem. Univ. di Trieste Vol. II, fasc. II (1970), 139-145. MR 0284912
[6] O. Zariski P. Samuel: Commutative algebra II. V. Nostrand C., Princeton, 1960. MR 0120249
Search
Partner of
