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PHD Thesis

The embedding problem for Markov matrices by Jordi Roca Lacostena

Jordi Roca Lacostena defended his PhD thesis The embedding problem for Markov matrices, supervised by Professors Marta Casanellas Rius and Jesús Fernández Sánchez, on 18 May 2021 within the UPC doctoral program in Applied Mathematics. Currently, he is a researcher and data scientist at Amalfi Analytics, a UPC spin-off focused on the use of artificial

Colloquium

Shahar Mendelson

Shahar Mendelson is a Professor at the Australian National University and a Guest Professor at the University of Vienna. He studies high dimensional phenomena, focusing mainly on the connections between Statistical Learning Theory, Empirical Processes Theory and Asymptotic Geometric Analysis. He is an editor of the journal Mathematical Statistics and Learning. May 13, 2021 at 15:00 in this link:

IMTECH

Research highlight: Existence of Turing complete Euler flows

Robert Cardona and Eva Miranda from IMTech, together with Daniel Peralta and  Francisco Presas from ICMAT (Madrid), have recently shown the existence of Turing complete fluid flows on a three-dimensional geometric domain, thus solving a long-standing open problem. For more information visit the research highlights page.

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