Mostrar registro simples

dc.contributorEscuela de Ingenierias Industrial e Informaticaes_ES
dc.contributor.authorTrobajo de las Matas, María Teresa 
dc.contributor.authorCifuentes Rodríguez, Jaime 
dc.contributor.authorCarriegos Vieira, Miguel 
dc.contributor.otherAlgebraes_ES
dc.date2018-06
dc.date.accessioned2019-11-28T14:17:50Z
dc.date.available2019-11-28T14:17:50Z
dc.identifier.citationOpen Mathematics, 2018, vol. 16es_ES
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.citationOpen Mathematics, 2018, vol. 16
dc.identifier.issn2391-5455
dc.identifier.otherhttps://www.degruyter.com/view/j/math.2018.16.issue-1/math-2018-0059/math-2018-0059.xmles_ES
dc.identifier.urihttp://hdl.handle.net/10612/11347
dc.descriptionpp. 656-668es_ES
dc.description.abstractRandom Decentering Algorithm (RDA) on a undirected unweighted graph is defined and tested over several concrete scale-free networks. RDA introduces ancillary nodes to the given network following basic principles of minimal cost, density preservation, centrality reduction and randomness. First simulations over scale-free networks show that RDA gives a significant decreasing of both betweenness centrality and closeness centrality and hence topological protection of network is improved. On the other hand, the procedure is performed without significant change of the density of connections of the given network. Thus ancillae are not distinguible from real nodes (in a straightforward way) and hence network is obfuscated to potential adversaries by our manipulation.es_ES
dc.languageenges_ES
dc.publisherDe Gruyteres_ES
dc.subjectInformáticaes_ES
dc.subjectMatemáticases_ES
dc.subject.otherNetwork analysises_ES
dc.subject.otherCybersecurityes_ES
dc.subject.otherScale-free graphes_ES
dc.subject.otherCentralityes_ES
dc.subject.otherAlgorithmses_ES
dc.subject.otherAnálisis de redes_ES
dc.subject.otherCiberseguridades_ES
dc.subject.otherGráfico sin escalaes_ES
dc.subject.otherCentralidades_ES
dc.subject.otherAlgoritmoses_ES
dc.subject.otherAlgoritmo de descentramiento aleatorio (RDA)es_ES
dc.titleOn dynamic network security: A random decentering algorithm on graphses_ES
dc.typeinfo:eu-repo/semantics/articlees_ES
dc.identifier.doi10.1515/math-2018-0059
dc.description.peerreviewedSIes_ES
dc.rights.accessRightsinfo:eu-repo/semantics/openAccesses_ES
dc.identifier.essn2391-5455
dc.journal.titleOpen Mathematicses_ES
dc.volume.number16es_ES
dc.issue.number1es_ES
dc.page.initial656es_ES
dc.page.final668es_ES
dc.type.hasVersioninfo:eu-repo/semantics/publishedVersiones_ES
dc.subject.unesco1207.03 Cibernéticaes_ES
dc.subject.unesco1203.02 Lenguajes Algorítmicoses_ES


Arquivos deste item

Thumbnail

Este item aparece na(s) seguinte(s) coleção(s)

Mostrar registro simples