Top 100 scientists can be ranked globally or specific to the following regions including Africa, Asia, Europe, North America, Latin America, Oceania, Arab League, ASEAN, EECA, and BRICS based on total H-index scores without any breakdown by subject areas. Top 100 rankings in the world, in a continent, or a region include standardized subjects areas of Agriculture & Forestry, Arts, Design and Architecture, Business & Management, Economics & Econometrics, Education, Engineering & Technology, History, Philosophy, Theology, Law/Law and Legal Studies, Medical and Health Sciences, Natural Sciences, Social Sciences, Art and Humanities Rankings and Social Sciences and Humanities Rankings BETA VERSION. Subject field rankings in world, region, country, and university are in Beta version and are subject to real-time updates, since the subject field “Others” (1,121,299 scientists profile whose branch cannot be determined, not yet edited or determined) is excluded. These rankings will dynamically evolve in real time as the “Others” profiles are revised and classified. Please note that. Subjects indicated as “ * others ” will not be included in the ranking by regions and subjects.
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Ресурсный потенциал предриятия | трудовые ресурсы. Resource potential of the enterprise | labor resources.
H-Index Metrics
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H-Index32
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i10 Index42
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Citation Counts2,916
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Dynamical systems | control | mathematical modelling | chemical kinetics and combustion | mathematical biolog
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H-Index29
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i10 Index63
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Citation Counts3,019
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теория операторов в функциональных пространствах | геометрия банаховых пространств | теория функци�
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H-Index19
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i10 Index52
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Citation Counts1,499
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Through advanced, institution-specific analytics and benchmarking, gain data-driven strategic insights into your academic performance, global standing, and competitive strengths. Compare your institution with 20 similarly ranked institutions at city, country, regional, and global levels, as well as with those in similar standings across 13 subjects, to uncover your institution’s strengths. More Info
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структурная и параметрическая оптимизация авиационных конструкций | математическое моделирование авиационных конструкций | теоретические основы весовых расчетов | оценка массы конструкции на ранних стадиях проектировани�
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H-Index16
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i10 Index35
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Citation Counts1,115
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