Results 141 to 150 of about 452 (178)
Double edge resolving set and exchange property for nanosheet structure. [PDF]
Koam ANA +4 more
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Sex Differences in Outcomes After Tenecteplase for Minor Stroke: A Subanalysis of the TEMPO-2 Trial. [PDF]
Yu AYX +14 more
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High-threshold and low-overhead fault-tolerant quantum memory. [PDF]
Bravyi S +5 more
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Assessing the impact of disease incidence and immunization on the resilience of complex networks during epidemics. [PDF]
Islam MDS, Sharif Ullah M, Kabir KMA.
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Continuous-Time Quantum Walk in Glued Trees: Localized State-Mediated Almost Perfect Quantum-State Transfer. [PDF]
Pouthier V, Pepe L, Yalouz S.
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Cayley graphs under graph operations. II
2015Summary: The aim of this paper is to investigate the behavior of Cayley graphs under some graph operations. It is proved that the NEPS, corona, hierarchical, strong, skew and converse skew products of Cayley graphs are again Cayley graphs under some conditions.
Malekmohammadi, Nasrin +1 more
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On non-Cayley vertex-transitive graphs and the meta-Cayley graphs
Quaestiones Mathematicae, 2011The pursuit to identify vertex-transitive non-Cayley graphs has been deliberate for some time now. In that vein, Alspach and Parsons [1] introduced metacirculant graphs. They are de ned on two cyclic groups with adjacency re-sembling twisting that is typically used in de ning semi-direct products of groups.
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Cayley Graph Automatic Groups Are Not Necessarily Cayley Graph Biautomatic
2012We show that there are Cayley graph automatic groups that are not Cayley graph biautomatic. In addition, we show that there are Cayley graph automatic groups with undecidable Conjugacy Problem and that the Isomorphism Problem is undecidable in the class of Cayley graph automatic groups.
Alexei Miasnikov, Zoran Šunić
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Cylindric embeddings of Cayley graphs
jgth, 2011Abstract An embedding of an infinite Cayley graph in the two–sphere has either one, two, or an infinite number of essential accumulation points of vertices. We obtain a list of group presentations which includes every group possessing a Cayley graph that can be embedded in the two–sphere with two essential accumulation points of vertices.
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