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Job Description FACULTY OF SCIENCE DEPARTMENT OF MATHEMATICS Instructor I / Instructor II (25260593) The appointee is expected to take up academic and administrative responsibilities in
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of the project. Non-Gaussian self-similar processes : Enhancing mathematical tools and financial models for capturing complex market dynamics - presentation The proposal concerns a particular class of
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Code010374StreetPiata Roamana no 6Geofield Contact State/Province Bucharest City Bucharest Website https://resurseumane.ase.ro/non-gaussian-self-similar-processes-enhancing-mathematical-tools-and-financial-models
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, Epigenetics , Evolution , Evolutionary Biology , Immunology , Infectious Diseases , marine biolog , Mathematical Modeling , Microbiology , Neurobiology , Neuroscience , Systems biology , virology Ecology
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YOUNG RESEARCHER IN THE FIELD OF EARLY DETECTION OF THE HEALTH STATUS OF PLANTS USING REMOTE SENSING
Mathematics » Statistics Geosciences » Other Technology » Remote sensing Engineering » Agricultural engineering Computer science » Programming Computer science » Informatics Computer science » 3 D modelling
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/Associate Professor (Tenure Track) in Mathematics starting on August 1, 2026, or as soon as possible after that. According to the tenure track model at the University of Jyväskylä , the position
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http://www.uniba.it Requirements Additional Information Eligibility criteria Eligible destination country/ies for fellows: Italy OTHER Eligibility of fellows: country/ies of residence: EUROPE OTHER
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areas of applied and computational mathematics including applied analysis, mathematical modelling, scientific computation, numerical analysis, probability and statistics etc.; teach undergraduate and
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Helmholtz-Zentrum Dresden-Rossendorf - HZDR - Helmholtz Association | Gorlitz, Sachsen | Germany | 12 days ago
profile # Ph.D. in the field of Physics, Chemistry, Computer Sciences or Applied Mathematics or related field # Background in mathematical surrogate modeling and machine learning # Experience or familiarity
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in math, with a focus on college-level algebra. Assist students with problem-solving, homework, test preparation, and understanding math concepts. Support academic integrity by modeling responsible