Mapping the intellectual structure of the refrigerated vehicle routing problem: research perspectives and structural knowledge gaps. [PDF]
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Identification of nonconvulsive status epilepticus in the ictal-interictal continuum using artificial intelligence: a prospective observational cohort study. [PDF]
EncephalitisRyu S, Lee DA, Park KM.
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gLeiden: accelerated community detection algorithms using directed and undirected graphs on GPUs. [PDF]
Bioinform AdvGul B, Murach M, Bekarinov S, Skadron K.
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Plasma biomarker-informed brain topology for cognitive resilience: applications in non-pharmacological interventions concerning cognitive aging. [PDF]
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Functional connectome metrics reveal distinct prognostic subtypes in two Phase 3 gantenerumab trials. [PDF]
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Environmental and host- and parasite-associated drivers of the flea-mammal interaction network structure differ between biogeographic realms. [PDF]
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A set function on a ground set of size n is approximately modular if it satisfies every modularity requirement to within an additive error, approximate modularity is the set analog of approximate linearity. In this paper we study how close, in additive error, can approximately modular functions be to truly modular functions.
CHIERICHETTI, FLAVIO +3 more
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A network of interactions is called modular if it is subdivided into relatively autonomous, internally highly connected components. Modularity has emerged as a rallying point for research in developmental and evolutionary biology (and specifically evo-devo), as well as in molecular systems biology.
Günter P, Wagner +2 more
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AbstractIn a wide range of fields, the word “modular” is used to describe complex systems that can be decomposed into smaller systems with limited interactions between them. This essay argues that mathematical knowledge can fruitfully be understood as having a modular structure and explores the ways in which modularity in mathematics is epistemically ...
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It has been observed that various synchronisation operators underlying the modular design of concurrent systems can be explained as pullbacks in suitable categories of concurrent systems. Here, the boundaries of such approach are investigated. For this purpose we study the issue of completeness in categories of trace monoids. It turns out that (finite)
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