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, and translates operational requirements into scalable technical solutions. Performs advanced operational and workflow analysis to drive system optimization. Complex Build & Configuration Performs and
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). You can find more details below, as well a short presentation of the project. Non-Gaussian self-similar processes : Enhancing mathematical tools and financial models for capturing complex market
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sensing, advanced mathematical methods for the analysis of extremes, and AI. The research will also determine the nature of statistical distribution of set-up heights and examine co-occurrence of high
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SecureMail Portal https://securemail.tu-dresden.de by sending it as a single pdf file to markus.schmidtchen at tu-dresden.de or to: TU Dresden, Junior Professorship in Applied Mathematics, Jun.-Prof. Dr
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their stochastic and statistical analysis and to propose some non-Gaussian stochastic models, based on (generalized) Hermite processes in mathematical finance. Traditional financial models often rely
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their stochastic and statistical analysis and to propose some non-Gaussian stochastic models, based on (generalized) Hermite processes in mathematical finance. Traditional financial models often rely
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Wrocław University of Science and Technology / Faculty of Information and Telecommunication Technology | Poland | about 3 hours ago
Description The AITAX project aims to address the complexity and dynamics of modern tax regulations by developing a cutting-edge AI solution for automating the analysis and processing of tax data. Core goals
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Wrocław University of Science and Technology / Faculty of Information and Telecommunication Technology | Poland | about 4 hours ago
The AITAX project aims to address the complexity and dynamics of modern tax regulations by developing a cutting-edge AI solution for automating the analysis and processing of tax data. Core goals include
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A master’s degree in mathematics, applied mathematics, optimization, statistics, machine learning, or a closely related field, with a solid background in analysis, differential equations, and/or
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Developing novel tools for the analysis of local order using total scattering data (TScat) EPSRC CDT in Developing National Capability for Materials 4.0, with the Henry Royce Institute PhD Research