-
Department of Mathematics is seeking a highly motivated PhD candidate for a research position funded by the NWO ENW-M project ‘Higher Invariants of Finite-Volume Spaces’. This project is about developing and
-
, you will also work on analysing the theoretical properties of these algorithms using the mathematical framework of randomised complexity theory. You will be part of both the Probabilistic Graphical
-
consistency models. These models rest on a joint foundation of deep learning architectural research and mathematical theory. They therefore present an exciting research area for theoretically minded individuals
-
learning architectural research and mathematical theory. They therefore present an exciting research area for theoretically minded individuals who are also interested in the practice and applicability
-
of the toolkit. Requirements Specific Requirements You have a Master’s degree in Mathematical Psychology, Human Cognitive Neuroscience, Artificial Intelligence, Biology, Computer Science or a related field. You
-
, teaching courses in the Psychology Bachelor’s and Master’s Pprogramme. Profile You have a Master’s degree in Mathematical Psychology, Human Cognitive Neuroscience, Artificial Intelligence, Biology, Computer
-
coursework, and supervising student projects. Profile You hold a Master’s degree in Computer Science, Mathematics, Artificial Intelligence, or another relevant discipline, or you expect to obtain such a degree
-
science, machine learning, mathematics, or a related field. You are proficient in programming languages used in scientific computing, such as Python, and you have a strong interest in further developing
-
or equivalent degree in computer science, mathematics or a closely related field, or expect to obtain such a degree soon. You are able to work both independently and as part of a team. You are proficient in
-
. Requirements Specific Requirements You should hold an MSc or equivalent degree in Computer Science, Mathematics or a closely related field, or expect to obtain such a degree in this academic year. You are able