Titlebook: A Kaleidoscopic View of Graph Colorings; Ping Zhang Book 2016 The Author 2016 chromatic graph theory.chromatic index.chromatic number.edge

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Andrzej Skoczylas,Mariusz Sworahromatic number of the graphs. In Sect. 12.1, a problem was described whose solution involved producing a vertex-distinguishing coloring of a cycle from a given vertex coloring (proper or nonproper). Here, we look at the situation where the given vertex coloring is proper, not just of cycles but graphs in general.

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https://doi.org/10.1007/978-3-642-34946-1 coloring of . whose colors are (. + 1)-tuples of nonnegative integers. In this chapter, we discuss the corresponding (. + 1)-tuples when the original coloring is a nonproper coloring. This gives rise to vertex-distinguishing colorings called recognizable colorings.

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Detection of a Perturbed Equator-Pole Temperature Gradient in a Spectral Model of the Atmospheric Circulation size of external perturbations. As an example to illustrate this approach we have analyzed a lower order spectral model of the atmospheric circulation with a perturbed equator-pole temperature gradient.