Sort by
Refine Your Search
-
Theory for Manifold Data and Bayesian Smeariness of Location Statistics”. The project will explore the effects of non-Euclidean geometry on Bayesian inference from a frequentist Bayesian perspective
-
an interplay between approaches in statistics, geometry and optimization. We offer an interdisciplinary qualification program that equips our graduate students with a broad set of skills for analyzing data and
-
and ideally have very good knowledge in statistical physics, and, as a plus, knowledge in electrodynamics, non-equilibrium physics, quantum field theory, condensed matter theory or numerical methods
-
-Markovian baths. You have completed your scientific university studies with a master’s degree in the field of physics, with above-average grades and ideally have very good knowledge in statistical physics
-
with human participants is not essential but would be beneficial Computer programming skills (Python and/or C++) and good statistical as well as analytical skills Proficient in written and spoken English
-
experimental studies with human participants is a plus Advanced statistical and analytical abilities (experience with R/Python/Julia/MATLAB or a similar programming language is a plus) Excellent command of
-
, Cognitive Science Experience conducting studies with human participants Advanced statistical and analytical abilities (experience using R and/or Python is a plus) Excellent command of the English language
-
. degree (or equivalent) in Psychology or a related field e.g., Cognitive Science, Behavioral or Comparative Biology Experience conducting experimental studies with humans Advanced statistical and analytical
-
studies with human participants is not necessary but would be beneficial Programming experience, particularly in Python and deep learning libraries Advanced statistical and analytical abilities
-
of evolutionary fitness. Your profile: A good M.Sc. degree (or equivalent) in Behavioral Ecology Field experience in observational behavioral data collection on vertebrates Advanced statistical and analytical