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deBruijn-like sequences and the irregular chromatic ...
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由 M Ferrara 著作2009被引用 1 次 — In this paper, we demonstrate a connection between the irregular chromatic number of cycles and the existence of certain deBruijn-like sequences.
deBruijn-like sequences and the irregular chromatic ...
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2024年10月22日 — In this paper, we demonstrate a connection between the irregular chromatic number of cycles and the existence of certain deBruijn-like sequences ...
deBruijn-like sequences and the irregular chromatic ...
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2024年1月31日 — deBruijn-like sequences and the irregular chromatic number of paths and cycles. From MaRDI portal. Publication:1045102.
deBruijn-like sequences and the irregular chromatic number ...
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2009年12月15日 — deBruijn-like sequences and the irregular chromatic number of paths and cycles (Q1045102). From MaRDI portal. Jump to:navigation, search.
Phillip Wallis
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deBruijn-like sequences and the irregular chromatic number of paths and cycles. M Ferrara, C Lee, P Wallis, E Gethner. Discrete mathematics 309 (20), 6074 ...
An efficient algorithm for the generation of DeBruijn cycles
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由 CJA Jansen 著作2006被引用 84 次 — An algorithm is presented for the generation of binary DeBruijn sequences using feedback shift registers (FSRs). The algorithm is based on the principle of ...
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Irregular chromatic number for hypercube graph and its variants
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由 S Shyama 著作2023被引用 1 次 — In this paper, we discuss the irregular coloring and find the irregular chromatic number for the hypercube graph Q n and some of its variants using binomial ...
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In this paper, we demonstrate a connection between the irregular chromatic number of cycles and the existence of certain deBruijn-like sequences. We then ...
Christine Lee
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2024年10月7日 — deBruijn-like sequences and the irregular chromatic number of paths and cycles. Discret. Math. 309(20): 6074-6080 (2009); 2007. [c3]. view.
De Bruijn–Erdős theorem (graph theory)
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In graph theory, the De Bruijn–Erdős theorem relates graph coloring of an infinite graph to the same problem on its finite subgraphs.
缺少字詞: like irregular
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