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Max Planck Institute for Mathematics in the Sciences | Leipzig, Sachsen | Germany | about 7 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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15th September 2025 Languages English Norsk Bokmål English English PhD Fellowship in Algebraic and Symplectic Geometry Apply for this job See advertisement Job description The University
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, or similar. Familiarity with linear algebra libraries and high-performance computing is a merit, but not a requirement. About the position The position provides you with the opportunity to pursue PhD studies
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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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is a PhD (or PhD requirements fulfilled by starting date), in Mathematics or related field. These positions are two to three year appointments and are open to promising research mathematicians with
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content. We expect The candidates must have a PhD degree in algebra, algebraic geometry, differential geometry, algebraic topology, complex geometry, quantum topology, geometric analysis, operator algebra
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size fosters close interaction between students and lecturers, creating a personal atmosphere. With 1,600 members of academic staff for 6,700+ students and 1,000+ PhD candidates, students feel connected
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candidate will be encouraged to develop and pursue their own approaches to research. Applicants should have/or be close to obtaining a PhD in algebra, geometry or statistics, have an interest in applied
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are for a term of three years, beginning in September 2026. A PhD is the minimum requirement for this appointment. Areas of interest include, but are not limited to, analysis, algebra, number theory, geometry
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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