Postdoctoral Position in Analysis: The Department of Mathematics at ETH Zurich is seeking a talented postdoctoral researcher to join the research group of Prof. Dr. Hyunju Kwon. This position is focused on Analysis and Partial Differential Equations, with a specific emphasis on fluid equations. The role offers the opportunity to engage in collaborative research and light teaching responsibilities within a prestigious institution renowned for its contributions to science and technology.
Postdoctoral Position in Analysis and Partial Differential Equations (PDEs)
Designation
Postdoctoral Researcher
Research Area
Analysis and Partial Differential Equations (PDEs)
Location
ETH Zurich, Zurich, Switzerland
Eligibility/Qualification
- Educational Background: PhD in Mathematics (must be completed by the start date of the position).
- Experience: Strong background and research experience in Analysis and PDEs; expertise in fluid equations is preferred.
- Language Proficiency: Proficient in English, with the ability to discuss topics with colleagues and present findings in writing.
Job Description
The successful candidate will:
- Collaborate on various research projects related to fluid equations, with topics tailored to their expertise and interests.
- Manage light teaching responsibilities, including organizing a course and assisting in exam grading.
- Engage in a dynamic research environment with opportunities for professional development.
How to Apply
Interested candidates should submit their applications online through the ETH Zurich application portal. Applications must include the following documents:
- Curriculum Vitae (including a list of publications)
- Research statement
- Names of three referees
Please note that applications sent via email or postal services will not be considered. For questions regarding the position, feel free to contact Prof. Dr. Hyunju Kwon at hyunju.kwon@math.ethz.ch.
Last Date to Apply
All applications should be submitted by December 15, 2024.
This is an excellent opportunity for those seeking to advance their academic careers in a collaborative and innovative research environment. We look forward to receiving your applications!
