… basic properties of adynamic colorings and their relations to proper and dynamic colorings.
We … Finally, we prove that triangle-free graphs with maximum degree 3 are adynamically 3-…

… We formally define a dynamic graph coloring … coloring algorithm Dynamic-Fit for selected
classes of graphs. In particular, we deal with trees, products of graphs and classes of graphs for …

… The LDS is useful for maintaining a proper coloring of a graph because the graph induced
by each layer of vertices has low degree. Thus, we can apply a dynamic algorithm for graphs …

… is to maintain the solution of the graph problem after each update. A … A dynamic graph
algorithm seeks to maintain some clever … of maintaining a coloring in a dynamic graph undergoing …

… Note that in a dynamic graph the maximum degree ∆ can change over time. Our results hold
… coloring in a dynamic graph with maximum degree ∆. A proper edge coloring is a coloring of …

… vertex coloring of a graph G is called a dynamic coloring if … is a dynamic coloring of G such
that every vertex is colored with a color from its list. In this paper, it is proved that if G is a graph …

… idea of a dynamic coloring of a graph, which we now motivate and define. A graph coloring
… First note the simple fact that any graph has a dynamic coloring, since a coloring for which …

… A dynamic coloring of a graph G is a proper coloring such that, for every vertex v ∈ V ( G
) of degree at least 2, the neighbors of v receive at least 2 colors. In this paper, we present …

… We then investigated how an agent-based approach would perform in a dynamic graph
coloring problem, where multiple agents are able to quickly respond to changes in the …

… A dynamic graph algorithm seeks to maintain some clever … of maintaining a coloring in a
dynamic graph undergoing … on the competitive factor of online graph coloring algorithms [9], a …