PACKINGS IN DENSE 3-UNIFORM HYPERGRAPHS. 251. Page 5. Definition 2.7. Let be a 3-partite 3-cylinder with underlying 3-partite cylinder G. G12. G23. G13. We ...

Integer and fractional packings in dense 3-uniform hypergraphs. Random Structures Algorithms, 22 (3) (2003), pp. 248-310. View in Scopus Google Scholar. [14].

Feb 28, 2003 · Volume 22, Issue 3 p. 248-310 Random Structures & Algorithms. Full Access. Integer and fractional packings in dense 3-uniform hypergraphs.

... In this subsection, we provide definitions and notation concerning 3-uniform hypergraphs. A 3-uniform hypergraph H, otherwise called a triple system, on a ...

ABSTRACT: Let ᏶0 be any fixed 3-uniform hypergraph. For a 3-uniform hypergraph Ᏼ we define. ␯᏶0(Ᏼ) to be the maximum size of a set of pairwise ...

Rödl, Integer and fractional packings in dense 3-uniform hypergraphs, Random Structures Algorithms 22 (2003), no. 3, 248–310. 1, 2.3, 3. [13]. , An ...

We show that vI0* (H) - v I0 (H) = o(|V(H)| 3) for all 3-uniform hypergraphs H. This extends the analogous result for graphs, proved by Haxell and Rödl (2001), ...

... Integer and fractional packings in dense 3-uniform hypergraphs. Random Structures and Algorithms 22, 248–310 (2003). Article MATH MathSciNet Google Scholar.

May 4, 2012 · ... Integer and fractional packings in dense 3-uniform hyper- graphs, Random Struct Algor 22(3) (2003), 248-310. [16] Haxell, P. E., Nagle, B ...

Integer and fractional packings in dense 3-uniform hypergraphs. Let I0 be any fixed 3-uniform hypergraph. For a 3-uniform hypergraph H we define vI0 (H) to ...