Archives: Research Groups
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Research Groups
Research
Learn moreWe study the links between syntax and semantics of logical systems with (co)-algebraic tools. Our primary interest is in the development of newu topolgocial dualities and their use in modal extension of substructiral logics.
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Research Groups
Non-classical logics
Learn moreOur group investigates logical systems using algebra and topology to establish links between syntax and semantic.
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Research Groups
Research
Learn moreModeling is at the core of our team’s expertise. This ranges from theoretical statistics to machine learning. All being applied to a diverse set of fields with a specialization around sports analytics.
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Research Groups
Modelling, Interdisciplinary Research, Data Science, Applied Mathematics and Statistics
Learn moreThe research group Modelling, Interdisciplinary Research, Data Science, Applied Mathematics and Statistics (MIDAS) focuses on statistical modelling and data science.
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Research Groups
Research
Learn moreThe theory of operads and props undergoes a rapid development in recent years; its applications can be seen nowadays almost everywhere – in algebraic topology, in homological algebra, in differential geometry, in non-commutative geometry, in string topology, in deformation theory, in quantisation theory etc. This theory demonstrates a remarkable unity of mathematics.
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Research Groups
Derived Algebraic Geometry and its Applications
Learn moreUsing the powerful tool of derived algebraic geometry, we establish connections between structures in representation theory and algebraic geometry.