On an application of Hall's representatives theorem to a finite geometry problem |
| |
Authors: | K Ko?odziejczyk Z Romanowicz |
| |
Institution: | (1) Instytut Matematyki, Politechniki Wrocawskiej, Wybrzee Wyspiaskiego 27, PL-50370 Wrocaw, Poland |
| |
Abstract: | It is well-known thatn points not belonging to a hyperplane determine at leastn hyperplanes. The possible configurations of hyperplanes in the case when the number of hyperplanes is equal ton are known, too. In this paper we obtain these results by means of Hall's representatives theorem. The setting is that of a finite geometry. |
| |
Keywords: | Primary 05B25 05B30 51E30 |
本文献已被 SpringerLink 等数据库收录! |