Web1 de fev. de 2015 · On the eigenvalues of normal edge-transitive Cayley graphs … WebWe prove a sufficient condition for synchronization for coupled one-dimensional maps and estimate the size of the window of parameters where synchronization takes place. It is shown that coupled systems on graphs with …
The second largest eigenvalues of some Cayley graphs on …
Web26 de set. de 2024 · Abstract: We survey some of the known results on eigenvalues of Cayley graphs and their applications, together with related results on eigenvalues of Cayley digraphs and generalizations of Cayley graphs. Subjects: Combinatorics (math.CO) MSC classes: 05C50, 05C25: Cite as: Web1 de jul. de 2024 · We express the discrete Ricci curvature of a graph as the minimal eigenvalue of a family of matrices, one for each vertex of a graph whose entries depend on the local adjaciency structure of the graph. Using this method we compute or bound the Ricci curvature of Cayley graphs of finite Coxeter groups and affine Weyl groups. florrie kaye\\u0027s tea room menu
(PDF) Eigenvalues of graphs and digraphs - Academia.edu
Web10 de nov. de 2024 · For the definition of Cayley graphs see Sect. 2.4. References to … WebThe Cayley tree has been widely used in solid state and statistical physics, as statistical mechanical models on it form a large class of exactly soluble models.[27,28]We find that the fidelity of the final state of the system and the target state in both the CTQW and the typical DTQW approach is less than unitary by analyzing the evolutionary process on the … WebThe Kuramoto model of coupled phase oscillators on complete, Paley, and Erdős-Rényi (ER) graphs is analyzed in this work. As quasirandom graphs, the complete, Paley, and ER graphs share many structural properties. For … florrie lindley wikipedia