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Physics Group-POSTDOC [#31036] Position Title: Position Type: Postdoctoral Position Location: Mainz, Rheinland-Pfalz D-55099, Germany [map ] Subject Areas: Physics / HEP-Phenomenology (hep-ph) , HEP-Theory
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. The Group will combine social theories such as demographic transition, life course approach, and social determinants of health, with the emerging biological theory linking reproductive ageing to the broader
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BC-Information Theorist (m-w-d)_E Fachbereich Biologie, Chemie, Pharmazie - Institut für Biologie AG Hiesinger Research assistant (Postdoc) (m/f/d) limited to 29.02.2028 (end of project
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the Job related to staff position within a Research Infrastructure? No Offer Description Work group: Theory of Novel Quantum Materials Area of research: Scientific / postdoctoral posts Job description
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, Chemie, Pharmazie - Institut für Biologie AG Hiesinger Limited to 29.02.2028 (end of project) Salary grade (Entgeltgruppe) 13 TV-L FU Reference code: Information Theorist (m/w/d) The Hiesinger lab is a
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, Number Theory and Discrete Mathematics welcomes applications for 4 positions starting October 1, 2026 or earlier: Postdoctoral Researcher in Arithmetic Geometry (salary scale 13 TV-L, 100 %) These fixed
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Methods Dynamical Systems Control Theory Context The applicant will be directly advised by Prof. Matthias Althoff (https://www.ce.cit.tum.de/cps/members/prof-dr-ing-matthias-althoff/ ). Besides excellent
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QCD, phenomenology of XYZ, higher order perturbative calculations inside effective field theories. The particle and nuclear theory group at the TUM School of Natural science is lead by Prof. N
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publication record, commensurate with experience, and a strong background in at least two of the following areas: Hopf algebras, quantum affine algebras, algebraic Lie Theory, number theoretical aspects
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Helmholtz-Zentrum Dresden-Rossendorf - HZDR - Helmholtz Association | Dresden, Sachsen | Germany | about 1 month ago
mechanical properties # Characterize change of inner structure upon mechanical deformations including geometric curvature # Interact with theory teams to describe impact of geometric curvature and strain