THE EXISTENCE OF (n,r,t,k)-ARRANGEMENTS

  • Published : 1999.01.01

Abstract

B. Gr nbaum defined the arrangements of simple curves and got many combinatorial properties. In this paper, we studied the existence of (n,r,t,k)-arrangements and the existence of digon-free(n,r,t,k)-arrangements, which is a generalized version of Gr nbaum`s definition.

Keywords

References

  1. Arrangements and spreads, Regional Conference Series in Mathematics v.10 B. Grunbaum
  2. ARS combinatora v.40 On the face vectors of arrangements of curves D.Y. Jeong
  3. private communication J. Malkevitch