Coexistence and extinction in flow-kick systems: An invasion growth rate approach. [PDF]
Schreiber SJ.
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Motif discovery in hospital ward vital signs observation networks. [PDF]
Ironside-Smith R +4 more
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Compression-based inference of network motif sets. [PDF]
Bénichou A, Masson JB, Vestergaard CL.
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Xylosandrus ambrosia beetles preference of nursery tree species for attacks and colonization under water stress. [PDF]
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Even cycles in enhanced hypercube networks under the conditional fault model. [PDF]
Liu M.
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Crossover operators for molecular graphs with an application to virtual drug screening. [PDF]
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Improving drug-induced liver injury prediction using graph neural networks with augmented graph features from molecular optimisation. [PDF]
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Context-dependent spatial multicellular network motifs for single-cell spatial biology
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On induced subgraphs of a block
Journal of Graph Theory, 1977AbstractIf G is a block, then a vertex u of G is called critical if G ‐ u is not a block. In this article, relationships between the localization of critical vertices and the localization of vertices of relatively small degrees (especially, of degree two) are studied. A block is called semicritical if a) each edge is incident with at least one critical
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Excluding induced subgraphs: quadrilaterals
Random Structures & Algorithms, 1991AbstractIn this note we determine the structure of “almost all” graphs not containing a quadrilateral (i.e., a cycle of length four) as an induced subgraph. In particular, it turns out that there are asymptotically twice as many graphs not containing an induced quadrilateral than there are bipartite graphs.
Angelika Steger, Hans Jürgen Prömel
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