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A prefrontal cortex map based on single-neuron activity. [PDF]
Le Merre P +9 more
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Maintaining diversity in structured populations. [PDF]
Brewster DA +5 more
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The topology of representational geometry. [PDF]
Brown S, Farivar R.
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Rabies Reemergence, Central Europe, 2022-2024. [PDF]
Robardet E +13 more
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Exploring the physiological limits of aging: a case study of the male 50-km world record in the 80+ age category. [PDF]
Pilotto AM +14 more
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Graph Convolutional Networks Enable Fast Hemorrhagic Stroke Monitoring With Electrical Impedance Tomography. [PDF]
Toivanen J +5 more
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Memristance and transmemristance in multiterminal memristive systems
Milano G +5 more
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Journal of the London Mathematical Society, 1986
This paper completes the classification of cubic distance-regular graphs. We define the profile and period of certain cycles in such a graph, and obtain congruence conditions on the periods that help determine the feasible intersection arrays. It turns out that there are just 13 possible cases and in each case the array is realised by a unique graph.
Biggs, N.L. +2 more
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This paper completes the classification of cubic distance-regular graphs. We define the profile and period of certain cycles in such a graph, and obtain congruence conditions on the periods that help determine the feasible intersection arrays. It turns out that there are just 13 possible cases and in each case the array is realised by a unique graph.
Biggs, N.L. +2 more
openaire +2 more sources
On Bounding the Diameter of a Distance-Regular Graph
Combinatorica, 2021It is investigated how to use an initial portion of the intersection array of a distance-regular graph to give an upper bound for the diameter of the graph. In particular, three new diameter bounds are obtained. These bounds are tight for the Hamming \(d\)-cube, doubled odd graphs, the Heawood graph, Tutte's \(8\)-cage and \(12\)-cage, the generalized ...
Arnold Neumaier, Safet Penjic
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