Oct 15, 2022 · We define -bonacci-sum graph as the graph on vertex set and any two vertices are adjacent if and only if their sum is an -bonacci number.
Oct 15, 2022 · We introduce the notion of m -bonacci-sum graphs denoted by G m, n for positive integers m, n. The vertices of G m, n are 1, 2, ...
We introduce the notion of m-bonacci-sum graphs denoted by Gm,n for positive integers m,n. The vertices of Gm,n are 1,2,…,n and any two vertices are ...
We introduce the notion of m-bonacci-sum graphs denoted by for positive integers m, n. The vertices of are and any two vertices are adjacent if and only if ...
Properties of M-bonacci sum graph. Authors: K.Mahalingam, H.P. Rajendran. Journal: Discrete Applied Mathematics. year: 2022. ×. Login. ADS Username/Email.
Feb 3, 2021 · A graph G on n edges is m-bonacci graceful if the vertices can be labeled with distinct integers from the set {0,1,2,…,Zn,m} such that the ...
We introduce the notion of {\it $m$-bonacci-sum graphs} denoted by $G_{m,n}$ for positive integers $m,~n$. The vertices of $G_{m,n}$ are $1,2,\ldots,n$ and ...
In this paper we study some properties of Fibonacci-sum set-graphs. The aforesaid graphs are an extension of the notion of Fibonacci-sum graphs to the ...
Oct 27, 2017 · The Fibonacci-sum graph G_n on vertices 1,2,\ldots,n is defined by two vertices forming an edge if and only if they sum to a Fibonacci number.
Missing: m- bonacci-
From the definition, it is clear that, for a graph to be m-bonacci graceful, one of its edges must have the label Zn, m, which is only possible when 0 and Zn, ...