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ORCIDDiscrete Mathematics, Volume 60
Volume 60, June - July 1986
- Jacob E. Goodman, Richard Pollack:
Preface. 1 - Ludwig Danzer:
Finite point-sets on S2 with minimum distance as large as possible. 3-66 - Gerald L. Alexanderson, John E. Wetzel:
A simplicial 3-arrangement of 21 planes. 67-73 - Noga Alon, Micha A. Perles:
On the intersection of edges of a geometric graph by straight lines. 75-90 - József Beck:
A 'large deviation' phenomenon in discrete geometry, I. 91-99 - Károly J. Böröczky, Imre Bárány, Endre Makai, János Pach:
Maximal volume enclosed by plates and proof of the chessboard conjecture. 101-120 - Andreas W. M. Dress, Rudolf Scharlau:
The 37 combinatorial types of minimal, non-transitive, equivariant tilings of the Euclidean plane. 121-138 - Herbert Edelsbrunner, David Haussler:
The complexity of cells in three-dimensional arrangements. 139-146 - Paul Erdös:
On some metric and combinatorial geometric problems. 147-153 - Branko Grünbaum, Geoffrey C. Shephard:
An extension to the catalogue of isonemal fabrics. 155-192 - Heiko Harborth, Ingrid Mengersen:
Point sets with many unit circles. 193-197 - Robert E. Jamison:
Few slopes without collinearity. 199-206 - Daniel J. Kleitman:
On a problem of Yuzvinsky on separating the n-cube. 207-213 - George B. Purdy:
Two results about points, lines and planes. 215-218 - Bruce Reznick:
Lattice point simplices. 219-242 - Jean-Pierre Roudneff:
On the number of triangles in simple arrangements of pseudolines in the real projective plane. 243-251 - Egon Schulte, Jörg M. Wills:
On Coxeter's regular skew polyhedra. 253-262 - László Fejes Tóth:
Packing of ellipses with continuously distributed area. 263-267
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