Results 111 to 120 of about 18,175 (189)
Token graphs of Cayley graphs as lifts
This paper describes a general method for representing $k$-token graphs of Cayley graphs as lifts of voltage graphs. This allows us to construct line graphs of circulant graphs and Johnson graphs as lift graphs on cyclic groups. As an application of the method, we derive the spectra of the considered token graphs.
Cristina Dalfó +3 more
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Seeing Is Believing: Brain-Inspired Modular Training for Mechanistic Interpretability. [PDF]
Liu Z, Gan E, Tegmark M.
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Presentations for vertex-transitive graphs. [PDF]
Georgakopoulos A, Wendland A.
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Metric and fault-tolerant metric dimension for GeSbTe superlattice chemical structure. [PDF]
Liqin L +4 more
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An algebraic model for inversion and deletion in bacterial genome rearrangement. [PDF]
Clark C +3 more
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A graph X is said to be integral if all eigenvalues of the adjacency matrix of X are integers. This property was first defined by Harary and Schwenk who suggested the problem of classifying integral graphs. Since the general problem of classifying integral graphs seemed too difficult, graph theorists started to investigate special classes of graphs ...
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2010 Mathematics Subject Classification: Primary 05C25. Secondary 20K01, 05C45. Let Cay(G;S) denote the Cayley graph on a finite group G with connection set S. We extend two results about the existence of cycles in Cay(G;S) from cyclic groups to arbitrary finite Abelian groups when S is a “natural” set of generators for G.
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Integrable and Chaotic Systems Associated with Fractal Groups. [PDF]
Grigorchuk R, Samarakoon S.
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Average distance between the processors of biswapped networks. [PDF]
Prabhu S +3 more
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