Mathematics and Statistics Postdoctoral Fellow Pool
Listed on 2026-01-19
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Research/Development
Postdoctoral Research Fellow, Mathematics
Mathematics and Statistics Postdoctoral Fellow Pool Position Title
Mathematics and Statistics Postdoctoral Fellow Pool
Posting DetailsPosting Number: P0543F
Desired Starting Date:
August 16, 2025
The Department of Mathematics and Statistics at Auburn University invites applications for several one- or two-year postdoctoral positions. Each year is considered a 12‑month appointment. The two-year appointments would be non‑renewable, while the one-year appointments would be renewable once pending need, satisfactory performance, and availability of funding. Each postdoctoral scholar is responsible for teaching 3 courses per year.
Research Areas- NSF FRG Postdoctoral Associate position. This position will work to deepen connections between commutative algebraic geometry and symplectic geometry through concrete use of homological mirror symmetry –
Advised by Dr. Michael Brown - Research focus in differential geometry, geometric analysis, and partial differential equations –
Advised by Dr. Xiaolong Li
Applicants must have earned a PhD or equivalent degree in Mathematics, Statistics, or a closely related field by the time the appointment begins. The candidates selected for this position must be able to meet eligibility requirements for work in the United States at the time the appointment is scheduled to begin and continue working legally for the proposed term of employment.
In addition, candidates must possess excellent written and interpersonal communication skills.
Review of applications will begin February 1 and continue to be filled as needed.
Equal Opportunity Compliance StatementIt is our policy to provide equal employment and education opportunities for all individuals without regard to race, color, national origin, religion, sex, sexual orientation, gender identity, gender expression, pregnancy, age, disability, protected veteran status, genetic information, or any other classification protected by applicable law. Please visit their website to learn more.
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