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Distinguishing coloring

Known as: Distinguishing number 
In graph theory, a distinguishing coloring or distinguishing labeling of a graph is an assignment of colors or labels to the vertices of the graph… 
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Papers overview

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2018
2018
The distinguishing number of a graph was introduced by Albertson and Collins as a measure of the amount of symmetry contained in… 
2018
2018
The distinguishing number of a structure is the smallest size of a partition of its elements so that only the trivial… 
2018
2018
The distinguishing number of a graph was introduced by Albertson and Collins in [1] as a measure of the amount of symmetry… 
2016
2016
Introduced by Albertson and al. [1], the distinguishing number D(G) of a graph G is the least integer r such that there is a r… 
2015
2015
ones (6b), as well as for kinship terms (6c, 6d) and part-whole relations with animate (6e) and inanimate possessors (6f… 
2014
2014
This thesis is concerned with open conjectures in graph theory which revolve around colourings of graphs, colour preserving… 
2013
2013
A group of permutations G of a set V is k-distinguishable if there exists a partition of V into k parts such that only the… 
2004
2004
This paper introduces the design principle and usage state of distinguishing number if the same kind of book at the present time… 
1998
1998
The i-local distinguishing number of G, denoted by LD i (G), was deened in 3]. Let T be a tree on n > 2 vertices with maximum… 
1996
1996
A process for regenerating an ammonium, heavy metal salts, ammonium nitrate and organic substances containing wash water…