Results 1 to 10 of about 103,423 (250)
Lucas Graceful Labeling For Some Graphs [PDF]
By a graph, we mean a finite undirected graph without loops or multiple edges.
Perumal, M. A. +2 more
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ON k-GRACEFUL LABELING OF SOME GRAPHS
Summary: In this paper, it has been shown that the hairy cycle \(C_{n}\odot rK_{1},\) \(n\equiv 3\pmod 4\), the graph obtained by adding pendant edge to each pendant vertex of hairy cycle \(C_{n}\odot 1K_{1}\), \(n\equiv 0\pmod 4\), double graph of path \(P_{n}\) and double graph of comb \(P_{n}\odot 1K_{1}\) are \(k\)-graceful.
Pradhan, P., Kumar, Kamesh
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Graceful Labeling of Balanced Stars of Paths
Abstract If the vertices of a tree on n vertices are labeled by the distinct numbers l,2,…, n , in such a way that the set of edge-differences (i.e., the differences between the labels on adjacent pairs of vertices) is exactly {1, 2,…, n − 1}, then such a labeling is called a graceful labeling. The graceful tree conjecture of Ringel and Kotzig
R. Badrinath, Pratima Panigrahi
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Graphic Groups, Graph Homomorphisms, and Graphic Group Lattices in Asymmetric Topology Cryptography. [PDF]
Zhao M, Wang H, Yao B.
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On graceful labelings of trees
We prove via a composition lemma, the Kotzig-Ringel-Rosa conjecture, better known as the Graceful Labeling Conjecture. We also prove via a stronger version of the composition lemma a stronger form of the Graceful Labeling Conjecture.
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Graceful Labeling For bipartite graceful Graphs and related Graphs
The concept of graceful labels was proposed by Rosa, scholars began to study graceful labels of various graphs and obtained relevant results.Let the graph is a bipartite graceful graph, we have proved some graphs are graceful labeling in this paper.
Liu, Chunfeng +2 more
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Obtention of solar cell parameters, through convergence of iterative cycles. Part 2: Application to experimental current-voltage measurements. [PDF]
Rangel-Kuoppa VT.
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On $k$-Super Graceful Labeling of Graphs
Let $G=(V(G),E(G))$ be a simple, finite and undirected graph of order $p$ and size $q$. For $k\ge 1$, a bijection $f: V(G)\cup E(G) \to \{k, k+1, k+2, \ldots, k+p+q-1\}$ such that $f(uv)= |f(u) - f(v)|$ for every edge $uv\in E(G)$ is said to be a $k$-super graceful labeling of $G$.
Lau, Gee-Choon +2 more
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Wheat Ear Segmentation Based on a Multisensor System and Superpixel Classification. [PDF]
Carlier A +3 more
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Representational ethical model calibration. [PDF]
Carruthers R +8 more
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