0000000000380587

AUTHOR

Dima L. Shepelyansky

showing 5 related works from this author

Interactions of pharmaceutical companies with world countries, cancers and rare diseases from Wikipedia network analysis

2019

AbstractUsing the English Wikipedia network of more than 5 million articles we analyze interactions and interlinks between the 34 largest pharmaceutical companies, 195 world countries, 47 rare renal diseases and 37 types of cancer. The recently developed algorithm using a reduced Google matrix (REGOMAX) allows us to take account both of direct Markov transitions between these articles and also of indirect transitions generated by the pathways between them via the global Wikipedia network. This approach therefore provides a compact description of interactions between these articles that allows us to determine the friendship networks between them, as well as the PageRank sensitivity of countr…

InternationalityComputer scienceSocial Sciences01 natural scienceslaw.inventionSociologylawNeoplasmsBreast TumorsMedicine and Health SciencesDrug InteractionsComputingMilieux_MISCELLANEOUSMarketing0303 health sciencesGoogle matrixApplied MathematicsSimulation and ModelingQROnline Encyclopedias[SDV.SP]Life Sciences [q-bio]/Pharmaceutical sciencesInfectious DiseasesOncologyNephrologyGenetic DiseasesPhysical SciencesMedicineAnatomyAlgorithmsNetwork analysisResearch ArticleMarket capitalization[INFO.INFO-CC]Computer Science [cs]/Computational Complexity [cs.CC]Drug IndustryScience[SDV.CAN]Life Sciences [q-bio]/CancerResearch and Analysis MethodsStatistics Nonparametric[INFO.INFO-SI]Computer Science [cs]/Social and Information Networks [cs.SI]03 medical and health sciencesRare DiseasesPageRank0103 physical sciencesBreast CancerRenal DiseasesHumansMass Media010306 general physics030304 developmental biologyClinical GeneticsPharmacologyInternetCancers and NeoplasmsBiology and Life SciencesKidneysRenal SystemData scienceCommunicationsEncyclopediasFabry Disease[INFO.INFO-BI]Computer Science [cs]/Bioinformatics [q-bio.QM]Mathematics
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PageRank model of opinion formation on Ulam networks

2013

We consider a PageRank model of opinion formation on Ulam networks, generated by the intermittency map and the typical Chirikov map. The Ulam networks generated by these maps have certain similarities with such scale-free networks as the World Wide Web (WWW), showing an algebraic decay of the PageRank probability. We find that the opinion formation process on Ulam networks have certain similarities but also distinct features comparing to the WWW. We attribute these distinctions to internal differences in network structure of the Ulam and WWW networks. We also analyze the process of opinion formation in the frame of generalized Sznajd model which protects opinion of small communities.

FOS: Computer and information sciencesPageRankPhysics - Physics and SocietyTheoretical computer scienceSznajd model[ NLIN.NLIN-CD ] Nonlinear Sciences [physics]/Chaotic Dynamics [nlin.CD]FOS: Physical sciencesGeneral Physics and AstronomyNetwork structurePhysics and Society (physics.soc-ph)[ PHYS.PHYS.PHYS-SOC-PH ] Physics [physics]/Physics [physics]/Physics and Society [physics.soc-ph]01 natural sciencesopinion formation010305 fluids & plasmaslaw.inventionPageRanklawIntermittency0103 physical sciencesAlgebraic number010306 general physicsSocial and Information Networks (cs.SI)Physicsvoting models[PHYS.PHYS.PHYS-SOC-PH]Physics [physics]/Physics [physics]/Physics and Society [physics.soc-ph]Frame (networking)Process (computing)Computer Science - Social and Information NetworksNonlinear Sciences - Chaotic Dynamics[NLIN.NLIN-CD]Nonlinear Sciences [physics]/Chaotic Dynamics [nlin.CD]Chaotic Dynamics (nlin.CD)Opinion formation
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World Influence of Infectious Diseases from Wikipedia Network Analysis

2019

AbstractWe consider the network of 5 416 537 articles of English Wikipedia extracted in 2017. Using the recent reduced Google matrix (REGOMAX) method we construct the reduced network of 230 articles (nodes) of infectious diseases and 195 articles of world countries. This method generates the reduced directed network between all 425 nodes taking into account all direct and indirect links with pathways via the huge global network. PageRank and CheiRank algorithms are used to determine the most influential diseases with the top PageRank diseases being Tuberculosis, HIV/AIDS and Malaria. From the reduced Google matrix we determine the sensitivity of world countries to specific diseases integrat…

CheiRankComputer scienceHuman immunodeficiency virus (HIV)medicine.disease_cause01 natural sciences[INFO.INFO-SI]Computer Science [cs]/Social and Information Networks [cs.SI]law.invention03 medical and health sciencesPageRanklaw0103 physical sciencesGlobal networkmedicine010306 general physics030304 developmental biology0303 health sciencesInformation retrievalGoogle matrixMarkov processes[PHYS.PHYS.PHYS-SOC-PH]Physics [physics]/Physics [physics]/Physics and Society [physics.soc-ph]complex networksdata mining[SDV.BIBS]Life Sciences [q-bio]/Quantitative Methods [q-bio.QM]ranking (statistics)3. Good healthInfectious diseaseslcsh:Electrical engineering. Electronics. Nuclear engineeringlcsh:TK1-9971Network analysisWikipedia
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Wikipedia network analysis of cancer interactions and world influence

2019

AbstractWe apply the Google matrix algorithms for analysis of interactions and influence of 37 cancer types, 203 cancer drugs and 195 world countries using the network of 5 416 537 English Wikipedia articles with all their directed hyperlinks. The PageRank algorithm provides the importance order of cancers which has 60% and 70% overlaps with the top 10 cancers extracted from World Health Organization GLOBOCAN 2018 and Global Burden of Diseases Study 2017, respectively. The recently developed reduced Google matrix algorithm gives networks of interactions between cancers, drugs and countries taking into account all direct and indirect links between these selected 435 entities. These reduced n…

PageRankDatabases FactualComputer scienceSocial Sciences01 natural sciencesLung and Intrathoracic TumorsHematologic Cancers and Related Disorders0302 clinical medicineSociologyNeoplasmsBreast TumorsMedicine and Health SciencesComputingMilieux_MISCELLANEOUSNon-Hodgkin lymphoma0303 health sciencesMultidisciplinaryGoogle matrixApplied MathematicsSimulation and ModelingProstate Cancer[PHYS.PHYS.PHYS-SOC-PH]Physics [physics]/Physics [physics]/Physics and Society [physics.soc-ph]QRProstate DiseasesOnline EncyclopediasHematology[SDV.SP]Life Sciences [q-bio]/Pharmaceutical sciencesOvarian CancerOncology030220 oncology & carcinogenesisPhysical SciencesMedicineLymphomasCancersAlgorithmsNetwork analysisResearch ArticleScienceUrologyMEDLINEComplex networksAntineoplastic Agents[SDV.CAN]Life Sciences [q-bio]/CancerResearch and Analysis Methods[INFO.INFO-SI]Computer Science [cs]/Social and Information Networks [cs.SI]World Wide Web03 medical and health sciences0103 physical sciencesBreast CancerLeukemiasmedicineHumansMass Media010306 general physicsPagerank algorithm030304 developmental biologyGoogle matrixCancerCancers and NeoplasmsHyperlinkmedicine.diseaseData scienceCommunicationsGenitourinary Tract TumorsCancer drugsRankingEncyclopedias[SDV.SPEE]Life Sciences [q-bio]/Santé publique et épidémiologie[INFO.INFO-BI]Computer Science [cs]/Bioinformatics [q-bio.QM]Gynecological TumorsMathematicsWikipedia
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Contagion in Bitcoin Networks

2019

12 pages, 6 figures. Paper accepted in 2nd Workshop on Blockchain and Smart Contract Technologies (BSCT 2019), workshop satellite of 22nd International Conference on Business Information Systems (BIS 2019); International audience; We construct the Google matrices of bitcoin transactions for all year quarters during the period of January 11, 2009 till April 10, 2013. During the last quarters the network size contains about 6 million users (nodes) with about 150 million transactions. From PageRank and CheiRank probabilities, analogous to trade import and export, we determine the dimensionless trade balance of each user and model the contagion propagation on the network assuming that a user go…

CheiRankGoogle matrixMarkov chain[QFIN]Quantitative Finance [q-fin]Financial networksComputer science[PHYS.PHYS.PHYS-SOC-PH]Physics [physics]/Physics [physics]/Physics and Society [physics.soc-ph]Balance of trade01 natural sciences010305 fluids & plasmaslaw.inventionPageRankBankruptcylaw0103 physical sciencesHouse of cardsEconometrics010306 general physics[QFIN.TR]Quantitative Finance [q-fin]/Trading and Market Microstructure [q-fin.TR]ComputingMilieux_MISCELLANEOUS
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