Sort by
Refine Your Search
-
Listed
-
Category
-
Employer
-
Field
-
: Operator Algebras, Machine Learning, Analytic Number Theory, Automorphic Forms and Representation Theory Appl Deadline: 2025/10/10 11:59PM (posted 2025/09/10, listed until 2025/10/10) Position Description
-
of the department: Algebraic and arithmetic geometry, applied algebra, combinatorics, geometric group theory, geometry and geometric analysis, Lie theory, representation theory, number theory, and topology, as
-
. Empirically, the research will focus on interactions among companies, civil society, and state actors to address plastic pollution. Situated within organization and management theory, the project aims
-
, you will be asked to indicate, which of the areas listed on the page above are of interest to you. The list includes positions covering Operator Algebras, Machine Learning, Analytic Number Theory
-
of the areas listed on the page above are of interest to you. The list includes positions covering Operator Algebras, Machine Learning, Analytic Number Theory, Automorphic Forms and Representation Theory
-
across a number of scientific and humanities disciplines. Inspired by those insights, the Postdoc will contribute to, as well as analyze, the experimental curatorial (‘boutique’-style) methodology
-
for relaxed memory models; guarded cubical type theory; and Rocq formalizations. Tasks and Qualifications Applicants are expected to have a strong background in semantics, type theory, and Rocq formalization
-
’ of AI usage and what professional, financial and legal practices are used to mask or uncover real AI-related emissions? The project is one of issue-areas being investigated in the ADD consortium
-
The Department of Mathematics at Aarhus University invites applications for postdoctoral positions in the research group of Fabrice Baudoin. The positions are within the fields of probability theory
-
The Department of Mathematics at Aarhus University invites applications for postdoctoral positions in the research group of Fabrice Baudoin. The positions are within the fields of probability theory