University of Texas at Austin
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5 days ago
Postdoctoral Fellowship in Partial Differential Equations at University of Texas at Austin University of Texas at Austin in United States
Degree Level
Postdoc
Field of study
Mathematics
Funding
Annual salary is $70,000 with insurance and retirement benefits. The fellowship also provides $4,000 per year for research travel on a departmental account.
Deadline
Nov 6, 2026
Country
United States
University
University of Texas at Austin

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About this position
The Department of Mathematics at the University of Texas at Austin is inviting applications for a Richardson Chair #3 Postdoctoral Fellowship supervised by Professor Alexis Vasseur.
This opportunity is in the research area of Partial Differential Equations and is aimed at candidates who will contribute to teaching, research, mentoring, and service. The appointment is for the 2027-2028 academic year, with an initial one-year term and the option to renew for up to two additional years.
The position includes a 1/1 teaching load per long semester. Funding is strong: the fellowship offers a $70,000 annual salary, plus insurance and retirement benefits, and an additional $4,000 per year for research travel on a departmental account.
Applications will begin review on 2026-11-06 and will be considered on a continuous basis until the position is filled. Interested applicants should submit materials through the university career portal.
Funding details
Annual salary is $70,000 with insurance and retirement benefits. The fellowship also provides $4,000 per year for research travel on a departmental account.
What's required
Candidates should contribute to mentoring through teaching, research, and service. The postdoctoral appointment is for academic year 2027-2028, with an initial one-year term and possible renewal for up to two additional years. A 1/1 teaching load per long semester is expected.
How to apply
Apply through the university career portal using the provided application link. Applications will be reviewed starting November 6, 2026 and then on a continuous basis until filled.
More information can be found here
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