Topological folding of multiple chaotic graphs with density ‎variation

Abstract

Abstract: Chaotic graph is a graph which carries physical characters with density variation; ‎the density of chaotic graphs can be fixed and unique or different, according to this the ‎representation of the chaotic graphs by matrices is different to normal chaotic graphs and ‎this research is a following discussion to previous research done, which is “Folding simple ‎chaotic graphs with density variation, Journal of Humanities and Applied Science ‎‎(JHAS)”.[1]‎ ‏ ‏Firstly, we will discuss the idea of topological folding of multiple chaotic graphs with ‎density variation and we start by introducing the definition of multiple graphs, and we will ‎define the incidence matrix representing the topological folding of this type of multiple ‎chaotic graphs, also the limit of this folding will be deduced. In each case we will discuss the ‎decrease or increase the degree of density.‎