Here you can find job opportunities within the MATH+ Office or in research projects funded by MATH+ at our partner institutions.
Unterstützung für die Öffentlichkeitsarbeit von MATH+ (w/m/d) @ TU Berlin
Technische Universität Berlin: Fakultät II – Mathematik und Naturwissenschaften, Exzellenzcluster MATH+
Haben Sie Spaß an Social Media und Lust auf spannende Veranstaltungen wie Science Slam und Pub Quiz?
Wir suchen Unterstützung für die Öffentlichkeitsarbeit von MATH+ und freuen uns auf Ihre Bewerbung!
Stellenangebot für Beschäftigte (w/m/d) @ MATH+ Geschäftsstelle (Technische Universität Berlin), angesiedelt bei der MATH+ PR-Managerin. Die Stelle ist für Studierende geeignet.
Ihre Aufgaben
Unterstützung bei:
Ihr Profil
Hinweise zur Bewerbung
Bitte senden Sie Ihre Bewerbung unter Angabe der Kennziffer mit den üblichen Unterlagen, zusammengefasst in einem PDF-Dokument (max. 5 MB) bis zum 20. Oktober 2025 per E-Mail an Beate Rogler über personal@mathplus.de.
Administrative Officer (f/m/d)
Office for Collaborative Projects (Department of Mathematics and Computer Science, Freie Universität Berlin) – MATH+ Cluster of Excellence and Berlin Mathematical School (BMS, Technische Universität Berlin)
The Office for Collaborative Projects coordinates large third-party funded projects within the Department of Mathematics and Computer Science at Freie Universität Berlin. These include, among others, the MATH+ Cluster of Excellence, funded by the German Research Foundation (DFG) as part of the Excellence Strategy, and its integrated graduate school, the Berlin Mathematical School (BMS) (www.math-berlin.de).
The MATH+ Office is located at Technische Universität Berlin. As a service unit within an international network university, we operate in both German and English. We offer a diverse and responsible position in a friendly, committed team within an academic environment, with attractive working conditions such as flexible working hours, the possibility of remote work, 30 days of annual leave, a company ticket for the BVG, and numerous discounted social benefits.
Your Responsibilities
Required Qualifications
Preferred Qualifications
We encourage applications even from candidates who do not yet meet all the listed qualifications.
Application Deadline: October 27, 2025
Contact
For questions regarding the position or the team, please contact:
Application Procedure
Please send your complete application (in a single PDF file, preferably not exceeding 5 MB) including all relevant documents and quoting the reference number BMS-2025, by e-mail to: ✉️ bettina.junkes@fu-berlin.de
or by post to:
Freie Universität Berlin
Exzellenzausschreibungen
Berlin Mathematical School
Exzellenzcluster MATH+ / Geschäftsstelle Verbundprojekte Mathematik
Frau Bettina Junkes
Arnimallee 14
14195 Berlin (Dahlem)
The official job posting by Freie Universität Berlin (in German) can be found here.
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PhD Student Position (f/m/d) @Weierstrass Institute for Applied Analysis and Stochastics (WIAS) in Berlin
The Weierstrass Institute for Applied Analysis and Stochastics (WIAS) is an institute of the Forschungsverbund Berlin e.V. (FVB). The FVB comprises seven non-university research institutes in Berlin which are funded by the federal and state governments. The research institutes belong to the Leibniz Association.
WIAS invites applications for a PhD Student Position (f/m/d) — (Ref. 25/11)
in the Leibniz Junior Research Group “Probabilistic Methods for Dynamic Communication Networks“
(Head: Prof. Dr. B. Jahnel), starting as soon as possible.
The position is part of the MATH+ project “Information Flow & Emergent Behaviour in Complex Networks.“
Requirements:
The working hours are 29,25 hours per week. The position is remunerated according to TVoeD Bund and initially limited to three years.
Application deadline:
The advertisement is open with immediate effect [published 24 July] and will remain open until the position is filled.
For technical inquiries, please contact Benedikt Jahnel (benedikt.jahnel@wias-berlin.de) or Lukas Lüchtrath (lukas.luechtrath@wias-berlin.de).
More information about the position can be found here.