Packing Loose Hamilton Cyclesdoi:10.1017/S0963548317000402Asaf FerberKyle LuhDaniel MontealegreOanh NguyenCambridge University Press
Packing tight Hamilton cycles in uniform hypergraphs. SIAM J. Discrete Math., 26(2):435-451, 2012.A. Frieze, M. Krivelevich, and P. Loh, Packing tight Hamilton cycles in 3-uniform hypergraphs, to appear in Random Structures Algorithms....
Krey Packing Company, Appellant, v. Jeff Hamilton, Appellee, 572 F.2d 1280 (8th Cir. 1978) case opinion from the U.S. Court of Appeals for the Eighth Circuit
Sudakov. On the resilience of hamiltonicity and op- timal packing of hamilton cycles in random graphs. SIAM Journal on Discrete Mathematics, 25(3):1176-1193, 2011.S. Ben-Shimon, M. Krivelevich, and B. Sudakov. On the resilience of hamiltonicity and optimal packing of hamilton cycles in...
Supelco 货号 HAM79581 包装型号 1 EA, PRP-1, 12-20 μm 规格纯度 PRP-1, 12-20 μm 参考价格 97.47元*本价格含增值税费 服务 √原厂保证 √包邮 √增值税票 数量 -+ QQ微信 添加到订购单查看订购单 产品名称: Hamilton®HPLC reverse phase bulk packing resin ...
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Michael KrivelevichA. Frieze and M. Krivelevich, Packing Hamil- ton cycles in random and pseudo-random hyper- graphs, submitted.A. Frieze and M. Krivelevich, Packing Hamilton cycles in random and pseudo-random hyper- graphs, submitted....
A graph G=(V,E) G = ( V , E ) mathContainer Loading Mathjax on n vertices is (α,ε) ( α , ε ) mathContainer Loading Mathjax -regular if its minimal degree is at least αn α n mathContainer Loading Mathjax , and for every pair of disjoint subsets S,TV S , T V math...
Sudakov, Counting and packing Hamilton cycles in dense graphs and oriented graphs, J. Combinatorial Theory Ser. B, to appear.A. Ferber, M. Krivelevich and B. Sudakov, Counting and packing Hamilton cycles in dense graphs and oriented graphs, preprint....
On packing Hamilton cycles in -regular graphs. J. Combin. Theory Ser. B, 94(1):159-172, 2005.A.M. Frieze and M. Krivelevich, On packing Hamilton cycles in -regular graphs, J. Combin. Theory Ser. B, 94 (2005) 159-172.A. Frieze and M. Krivelevich. On packing Hamilton cycles ...