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Max Planck Institute for Mathematics in the Sciences | Leipzig, Sachsen | Germany | about 23 hours ago
Research Group "Cluster Algebras" of Dani Kaufman has openings for PhD Student and Postdoctoral Researcher Positions. The group is based at the Max Planck Institute for Mathematics in the Sciences, a
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work in a research group led by Elena Bunina, which focuses on exploring AI-assisted approaches to mathematical research. You'll have two options: - Join an existing project in combinatorial algebra with
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candidate will work with the PI of the project (André Belotto da Silva) and with the Singularity Theory group at the IMJ-PRG. Research activities in the fields of Singularity Theory, Algebraic Geometry, and
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the activities of the Representation Theory and Algebraic Combinatorics Unit. Qualifications: (Required) 1. PhD in Mathematics. 2. Speaking/Listening Proficiency in English. Report to: Dr Liron Speyer
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, Switzerland) is offering a 3-year postdoctoral position. Main duties and responsibilities This position is part of the Swiss National Science Foundation "Shuffle algebra techniques in representation theory
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, complex geometry, arithmetic geometry, algebraic number theory, global analysis, algebraic topology. We have a large group of PhD students, postdocs and visitors here at Essen, and have many joint
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, tensor analysis, and network science to foster the professional development of team members. Qualifications and experience essential PhD in Applied Mathematics in the fields of Numerical Linear Algebra
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, Mathematical Modelling and Self-Learning Systems, and Data Science and Analytics as well as a strong PhD programme. The Mathematics Group comprises nine permanent members of staff working across the areas
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. About You The successful applicant will have, or soon obtain, a PhD degree in mathematics or related, or equivalent level of professional qualifications and experience, with expertise in at least one of
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guidance and support for employees, doctoral candidates and students Your Profile: Master`s degree with subsequent PhD in theoretical physics or a similar field Background and strong interest in developing