Under some constrains on the number of jobs processed simultaneously, a cyclic schedule is desired with minimum cycle duration. Some algorithm for construction ...
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In this paper, we study long cycles in induced subgraphs of hypercubes obtained by removing a given set of faulty vertices such that every two faults are ...
Spanning cycles in hypercubes: 10892. SC Locke, R Stong. The American Mathematical Monthly 110 (5), 440-441, 2003. 20, 2003. Bipartite density and the ...
87-91, 1996. S. C. Locke and R. Stong, Spanning Cycles in Hypercubes: 10892, The American Mathematical Monthly, vol.110, issue.5, pp.440-441, 2003. DOI ...
Journal articles: 'Spanning graphs of hypercubes' – Grafiati
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May 4, 2024 · "Disjoint cycles and spanning graphs of hypercubes." Discrete ... "Spanning Cycles in Hypercubes: 10892." American Mathematical ...
Problem 10892: Spanning cycles in hypercubes. Amer. Math. Monthly,. 110:440–441, 2003. 27. T. Mütze. Proof of the middle levels conjecture. Proc. Lond. Math ...
In Section 5 we describe the flipping. 4-cycles that we use for attaching the short cycles to the long cycles. ... Problem 10892: Spanning cycles in hypercubes.
Jan 7, 2009 · Locke SC (2001) Problem 10892. Am Math Mon 108:668. Article MathSciNet Google Scholar. Locke SC, Stong R (2003) Spanning cycles in hypercubes.
Stong, Spanning Cycles in Hypercubes, 10892, The Amer. Math. Monthly 110. (2003) 440–441. [16] F. Ruskey and C. D. Savage, Hamilton cycles that extend ...
Problem 10892: spanning cycles in hypercubes. Am. Math. Mon., 110 (2003), pp. 440-441. Crossref Google Scholar. [34]. T. Mütze. Proof of the middle levels ...