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Yale University
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Postdoctoral Researcher in Discrete and Continuous Structures in Mathematics and Data Science (DisCoS) Yale University in United States
Degree Level
Postdoc
Field of study
Computer Science
Funding
Available
Deadline
Oct 30, 2027
Country
United States
University
Yale University
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About this position
The Max Planck Center for Discrete and Continuous Structures in Mathematics and Data Science (DisCoS) brings together research activity across Yale University, the Max Planck Institute for Mathematics in the Sciences, and the Alfréd Rényi Institute of Mathematics. This postdoctoral opportunity sits within a broad interdisciplinary environment spanning mathematics and data science across Leipzig, New Haven, and Budapest.
Successful researchers will work on topics connected to the center’s core themes in discrete and continuous structures. The advertised research areas include discrete subgroups of Lie groups, analytic approaches to combinatorial problems, limits of interacting particle dynamics, dynamics and geometric structures, effective behaviour in random or disordered environments, higher Teichmüller spaces, positivity, supersymmetric field theories, embeddings in machine learning, and diffusion models with stochastic localization.
The role is described as a position at one of the DisCoS member institutions, with the possibility that appointments may be split between institutions. Appointees are expected to engage closely with principal investigators at the institutions they choose, and applicants must select at least two member institutions when applying.
This is an opportunity to join a collaborative research network linking mathematics, geometry, probability, and data science within a highly international center.
Funding details
Available
How to apply
Apply through the Yale MathJobs page using the Submit link at the bottom of the document. If applying to multiple member institutions, also submit applications through the Renyi and MPI MiS portals listed in the advert.
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Prepare your application
Review drafts and confirm requirements with the university.
Make your next move.
Prepare your application
Review drafts and confirm requirements with the university.