One way of gaining a comprehensive understanding of the spread of pollutants in cities would be to set up measuring stations everywhere. But that is not feasible in reality. To address this tricky issue, Iris Rammelmüller, a doctoral student at the FWF-doc.funds doctoral school “Modeling – Analysis – Optimisation of discrete, continuous, and stochastic systems”, is developing mathematical models that can be used to calculate pollutant levels.
Whether stock prices, electricity prices, or wind farm yields: Michaela Szölgyenyi deals with ubiquitous coincidences and the mathematical tools that can be used to model them as part of her specialty – namely stochastic differential equations.
Kathrin Spendier models time-dependent processes using stochastic differential equations. She is among the first doctoral students of our FWF doc.funds doctoral school “Modeling -Analysis – Optimization of discrete, continuous, and stochastic systems”.
Kathrin Spendier from the Department of Statistics at the University of Klagenfurt and member of the Austrian Science Fund FWF doc.funds doctoral school Modeling—Analysis—Optimization is Carinthian of the Day!
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