[Job-offers-cs] Stockholm: Postdoc in Discrete and Computational Biomathematics

[Pekka Orponen]

-------- Forwarded Message --------

Subject: 	[DMANET] Stockholm: Postdoc in Discrete and Computational 
Biomathematics
Date: 	Tue, 16 Nov 2021 09:15:24 +0000 (GMT)
From: 	Marc Hellmuth via dmanet <dmanet at zpr.uni-koeln.de>
Reply-To: 	Marc Hellmuth <mhellmuth at mailbox.org>
To: 	dmanet at zpr.uni-koeln.de <dmanet at zpr.uni-koeln.de>



Stockholm University is one of Europe's leading centres for higher 
education and research. The Computational Biology and Data Science group 
(Department of Mathematics) invites applications for a Postdoc position 
in discrete and computational biomathematics with a focus on 
phylogenomics, relations between homologous genes, population genetics 
or general graph theoretical approaches in life sciences.

We are looking for a qualified and enthusiastic postdoc researcher for a 
period of 2years, starting at 1 March 2022 (or as per agreement). The 
position involves full-time employment for a maximum of two years, with 
the possibility of extension under special circumstances. The main 
responsibility is to carry out research. The position also includes some 
teaching duties (up to 20 %), which may include supervision of students.

Please follow the link
https://www.su.se/english/about-the-university/work-at-su/available-jobs?rmpage=job&rmjob=16054&rmlang=UK>for 
further information and for the application-submission.

Further information about the Computational Biology and Data Science group
can be found here:
https://www.math.su.se/english/research/research-groups/research-group-in-computational-mathematics-1.456239 



// Marc Hellmuth
-----------------------------------------------------
Marc Hellmuth
Associate Professor

Department of Mathematics
Faculty of Science
Stockholm University
106 91 Stockholm Sweden

mailto: marc.hellmuth at math.su.se
web: https://marc-hellmuth.github.io/
-----------------------------------------------------
There is nothing more practical than a good theory. [Lewin 1951]
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