منابع مشابه
Localizations on Complex Networks
We study the structural characteristics of complex networks using the representative eigenvectors of the adjacent matrix. The probability distribution function of the components of the representative eigenvectors are proposed to describe the localization on networks where the Euclidean distance is invalid. Several quantities are used to describe the localization properties of the representative...
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Given a query list of genes or proteins, CellWhere produces an interactive graphical display that mimics the structure of a cell, showing the local interaction network organized into subcellular locations. This user-friendly tool helps in the formulation of mechanistic hypotheses by enabling the experimental biologist to explore simultaneously two elements of functional context: (i) protein sub...
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Large and complex networks arise at many levels in the natural world. The world’s ecosystems consist of species linked together within intricate food webs, just as our communities are complex webs of social ties. The living cell depends for its function on a staggeringly complex web of interactions among a great number of genes, proteins and other small molecules. We find complex webs of techno...
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We de ne a localization L of a category E to be quintessential if the left adjoint to the inclusion functor is also right adjoint to it and persistent if L is closed under subobjects in E We show that quintessential localizations of an arbitrary Cauchy complete category correspond to idempotent natural endomorphisms of its i dentity functor and that they are necessarily persistent Our investiga...
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In this paper, a single-soliton two-component cellular automaton (CA) model of waves is presented as mobile self-localizations, also known as particles, waves, or gliders, in addition to its version with memory. The model is based on coding sets of strings where each chain represents a unique mobile self-localization. The original soliton models in CAs proposed with filter automata are briefly ...
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ژورنال
عنوان ژورنال: Physical Review E
سال: 2008
ISSN: 1539-3755,1550-2376
DOI: 10.1103/physreve.77.066113