논문KCI 등재
Dimension and interval dimension of certain bipartite ordered sets
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We consider the dimension and interval dimension of bipartite ordered sets and provide a sufficient condition for when the two parameters are equal.
Abstract
We consider the dimension and interval dimension of bipartite ordered sets and provide a sufficient condition for when the two parameters are equal.
참고문헌 (5)
- B. Dushnik, "Partially ordered sets", Amer. J. Math., 63, pp.600~610 (1941)
- K. Reuter, "On the dimension of the Cartesian product of relations and orders", Order, 6(3), pp.277~293 (1989)
- E. Szpilrajn, "Sur l'extension de l'order partiel", Fund. Math., 16, pp.386~389 (1930)
- W. T. Trotter, "Stacks and splits of partially ordered sets", Discrete Math., 35, pp.229~256 (1981)
- R. Wille, "Tensorial decomposition of concept lattices", Order, 2(1), pp.81~95 (1985)
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