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This provides a tool for the identification and characterization of trees with superior qualities in breeding programmes.
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We have shown that the characterization of tree compatibility in terms of restricted triangulations of the edge label intersection graph transforms into a characterization in terms of minimal cuts in the display graph.
Explicit characterizations of tree compatibility and agreement are essential to finding practical algorithms for these problems.
Our main result is the characterization of the trees that have 4 or 5 distinct normalized Laplacian eigenvalues.
This class, introduced by Babel in [3], is provided with structural properties that can be expressed in a quite analogous way to the characterization of ordinary trees.
We prove the existence of equivalent polyhedral norms on a number of classes of non-separable spaces, the majority of which being of the form C K). In particular, we obtain a complete characterization of those trees T, such that C0(T) admits an equivalent polyhedral norm.
The topological characterization of phylogenetic trees has proven helpful to analyze the relevance of the robustness of a biological system (species or protein) in the scaling properties of the phylogenetic trees.
In the following we shall use the characterization of p-trees given in [4], based on the structure of the p-chains in a p-tree, which we recall for reader's convenience.
Finally we have the following characterization of p-trees given by Babel.
However, the molecular characterization of rubber tree AQPs (HbAQPs) is still in its infancy.
The research is essential and helpful to understand the transcriptome characterization of rubber tree bark.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com