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On maximal sets of one-factors
Australas. J Comb., 1990Summary: A set \(S\) of edge-disjoint one-factors in a graph \(G\) is said to be maximal if there is no one-factor of \(G\) which is edge-disjoint from \(S\), and if the union of \(S\) is not all of \(G\). Maximal sets of one-factors on \(K_{2n}\) have been investigated and until very recently only results for particular cases have been obtained.
Lou Caccetta, S. Mardiyono
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On maximal prefix sets of words
2005In his paper [6], Schutzenberger proved that two finite subsets of words are maximal prefix if their product is maximal prefix, provided this product is finite and unambiguous. The finiteness condition is necessary; however, the authors in [1] wonder whether the unambiguity hypothesis is also necessary.
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Maximal sets of triangle-factors
Australas. J Comb., 1994A collection of edge-disjoint triangle-factors of \(K_{3n}\) is called maximal if it cannot be extended by a further triangle-factor. It is known that a maximal set must contain at least \(n/2\) triangle-factors. The authors consider the problem of determining all \(k\), \(n/2\leq k\leq (3n- 1)/2\), for which there exists a maximal set of \(k ...
Rolf S. Rees +2 more
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Maximal and Minimal Semilattices on Ordered Sets
Order, 2001zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Maximizing What? The Effect of Maximizing Mindset on the Evaluation of Product Bundles
Journal of Business Research, 2021Lan Xia
exaly
Some properties of maximal sets
Logic Journal of IGPL, 2015Roland Sh. Omanadze, Irakli O. Chitaia
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A Spherical Fuzzy Methodology Integrating Maximizing Deviation and TOPSIS Methods
Engineering Applications of Artificial Intelligence, 2021Cengiz Kahraman +2 more
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Taking Risks for the Best: Maximizing and Risk-Taking Tendencies
Judgment and Decision Making, 2020Jingyi Lu, Yang Bai, Tian Qiu
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Maximizing Without Borders: Evidence That Maximizing Transcends Decision Domains
Frontiers in Psychology, 2019Michail Kokkoris
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