Job announcements relevant to people interested in electronic structure calculations…
Due to the large number of posts recently, there is currently a delay of several weeks between posts being submitted and the corresponding emails being distributed to all users. Please bear with us while we try to improve this. In the meantime – and until this notice is removed – it would assist us considerably if you could submit only important and/or urgent posts and thus help to reduce the size of the mail queue. Under no circumstances should you resend posts multiple times when you find the emails are not distributed immediately.
In light of the Russian military offensive in Ukraine, we request that announcements relating to events, jobs and other activities associated with institutions supported by the Russian and Belarusian states are not posted to the Psi-k forum.
Postdoc positions at LMU Munich: Foundation of F ... (No replies)
Back to Job listings...
We are offering postdoctoral positions to well-qualified, highly motivated, and dynamic young scientists who wish to enhance their scientific career in a stimulating environment.
The offered positions are related to the cluster of excellence ``Munich Center for Quantum Science and Technology’’ https://www.mcqst.de/about/members/christian-schilling.html and are funded through the German research foundation https://gepris.dfg.de/gepris/projekt/414324924?language=en
The goal of our research programme is to develop more sophisticated one-matrix functional approximation by resorting to tools from convex analysis and quantum information theory. The latter provide excellent prospects for fixing various fundamental flaws of state-of-the-art functionals, such as the violation of elementary geometric principles related to the N-representability problem.
Positions are initially for 2 years and subject to good progress could be extended up to 5 years.
Application deadline: 20 July 2022
Starting date: flexible
For further information on the application process and our research please see:
https://www.theorie.physik.uni-muenchen.de/lsschollwoeck/schilling_group/index.html