Sort by
Refine Your Search
-
for a doctoral candidate with the following qualifications: Master's degree in meteorology, physics, mathematics, computer science or an equivalent scientific or mathematical discipline Very good
-
and work-life balance are very important. Our research focus is on the coastal and marginal seas, especially the Baltic Sea. The staff of the four sections Physical Oceanography and Instrumentation
-
for an excellent scientist with a University degree in Meteorology or a related subject such as Physics, Mathematics or Geosciences. Prior experience in analyzing large-volume observational data and with programming
-
everyday behaviours that enable us to successfully navigate in a complex world. This process involves the integration of sensory inputs, learning, memory, and decision-making, all of which rely
-
maire.holz(at)zalf.de For cost reasons, application documents or extensive publications can only be returned if an adequately stamped envelope is attached. If you apply, we collect and process your personal
-
such as biology, chemistry, pharmacology, physics, and computer science. ISAS is a member of the Leibniz Association and is publicly funded by the Federal Republic of Germany and its federal states. At our
-
such as biology, chemistry, pharmacology, physics, and computer science. ISAS is a member of the Leibniz Association and is publicly funded by the Federal Republic of Germany and its federal states. At our
-
Group “Nonsmooth Variational Problems and Operator Equations” (Head: Prof. Dr. M. Hintermüller) to be filled at the earliest possible date. Field of work: Distributed algorithms for physics-based large
-
committed to diversity . We welcome every application, regardless of gender and gender identity, origin, nationality, religion, belief, health and physical disabilities, age or sexual orientation. Disabled
-
mathematics or a closely related field is required. Experience with some of the following topics will strengthen your application: statistical physics; critical phenomena; interacting point and particle