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Wrocław University of Science and Technology / Faculty of Information and Telecommunication Technology | Poland | 7 days 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 | 7 days 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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of Mathematics and Mathematical Statistics, alongside Computational Mathematics, Mathematical Statistics, and Analysis & Modelling. The Discrete Mathematics group consists of 10 faculty members whose research
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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
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services to the FM Division (1000+ employees, 50+ cost centers whose function complexity covers HVAC, chemicals, technology, personnel services, landscaping and grounds, electrical, plumbing, custodial
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on the formulation, modeling, design, and analysis of future 6G communication networks that are capable of supporting new services for digital ecosystems. Use cases of interest include Security and Efficient Wireless
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level mathematics. The Ohio State mathematics major introduces students to the areas of real and complex analysis, number theory, abstract algebra, topology, logic, and many other modern topics
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data science techniques. The Tenure Track professorship will be affiliated with the Faculty of Mathematics under the Key Research Area “Computational Mathematics and Data Science” (https
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, mathematical physics, mathematical statistics, number theory, numerical analysis, optimization, partial differential equations and topological data analysis. Currently, there are about 25 graduate students
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questions in computational complexity theory, more specifically in Boolean function analysis, query complexity, communication complexity, and circuit complexity. The specific questions to be studied will be