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Lecture Series | Models of Time and Probability

The lecture series is part of the Thematic Einstein Forum “Scales of Temporality: Modeling Time and Predictability in the Literary and the Mathematical Sciences”The forum is organised within the framework of the Berlin Mathematics Research Center MATH+ in collaboration with EXC 2020 “Temporal Communities” and supported by the Einstein Foundation Berlin.

The collaborative Thematic Einstein Forum Scales of Temporality: Modeling Time and Predictability in the Literary and the Mathematical Sciences aims to explore shared interests, common grounds and similar problems both the mathematical sciences and the Humanities, particularly the philologies and the literary studies, entail.  

In the lecture series “Models of Time and Probability”, experts from mathematics (dynamical systems, analysis, probability theory, applications and modelling, biomathematics) and from literary studies (narratology, rhetoric, literary history and philosophy) will give lectures to an open audience.

Programme

Thursday, 17 November 2022 | 18:00

Reasoning in Physics: The Bayesian Approach

Prof. Dr. Stephan Hartmann (LMU München, Munich Center for Mathematical Philosophy)

Thursday, 8 December 2022 | 18:00

The Salient and The Floating Point – Generating Literature by Mathematics

Prof. Dr. Anne Eusterschulte (Freie Universität Berlin, EXC 2020)

Thursday, 5 January 2023 | 18:00

Time and History in Biological and Cultural Evolution

Prof. Dr. Manfred Laubichler (Arizona State University / MPIWG)

Thursday, 12 January 2023 | 18:00

The Concepts of Time in the Sciences

Prof. Dr. Jürgen Jost (Max Planck Institute for Mathematics in the Sciences (MiS) in Leipzig)

Thursday, 19 January 2023 | 18:00

Time and History in Biological and Cultural Evolution 

Prof. Dr. Dr. Hannes Leitgeb (Mathematical Philosophy: Past, Present, Future)

Thursday, 26 January 2023 | 18:00

Noise and Scales

Prof. Dr. Xue-Mei Li (Imperial College London)

Thursday, 2 February 2023 | 18:00

Time Scales in Rough Volatility

Prof. Dr. Paul Hager (Humboldt-Universität zu Berlin)