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Competition, Preductivity and Competitiveness

Online Scientific Conference, 2016
Theodhor Kuro, Gledian Llatja
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On competition polysemy and \(m\)-competition polysemy.

2010
Summary: \textit{M. Fischermann} et al. [Discrete Math. 282, No. 1--3, 251--255 (2004; Zbl 1042.05068)] generalized bound polysemy to competition polysemy by using digraphs instead of posets. They provided a characterization of competition polysemic pairs and a characterization of the connected graphs \(G\) for which there exists a tree \(T\) such that
Zhao, Yongqiang, Chang, Gerard J.
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The Melosh Competition

Finite Elements in Analysis and Design, 2001
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