Boolean Dimension and Tree-Width

Author:

Felsner Stefan,Mészáros Tamás,Micek Piotr

Publisher

Springer Science and Business Media LLC

Subject

Computational Mathematics,Discrete Mathematics and Combinatorics

Reference16 articles.

1. F. Barrera-Cruz, T. Prag, H. Smith, L. Taylor and W. T. Trotter: Comparing Dushnik-Miller dimension, Boolean dimension and local dimension, Order, 2019.

2. B. Bosek, J. Grytozuk and W. T. Trotter: Local dimension is unbounded for planar posets, submitted, arXiv:1712.06099.

3. G. R. Brightwell and P. G. Franciosa: On the Boolean dimension of spherical orders, Order13 (1996), 233–243.

4. B. Dushnik and E. W. Miller: Partially ordered sets, Amer. J. Math.63 (1941), 600–610.

5. S. Felsner: Interval Orders: Combinatorial Structure and Algorithms, PhD thesis, Technische Universität Berlin, 1992.

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4. Local Dimension is Unbounded for Planar Posets;The Electronic Journal of Combinatorics;2020-11-13

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