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analysis projects that interrogate the mechanisms behind hormonal rhythm misalignment. The research will be closely integrated with mathematical models that predict dynamic responses to perturbations (e.g
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Posting Details Position Details Title Tenured/Tenure-track Faculty Position in Mathematical Artificial Intelligence Appointment Status Tenure Department IU Bloomington Vice Provost For Faculty
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computational mathematics. Areas of interest include, but are not limited to, numerical analysis and scientific computing; differential equations and mathematical modeling; inverse problems and control; and
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mathematics. Areas of interest include, but are not limited to, numerical analysis and scientific computing; differential equations and mathematical modeling; inverse problems and control; and stochastic
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analysis projects that interrogate the mechanisms behind hormonal rhythm misalignment. The research will be closely integrated with mathematical models that predict dynamic responses to perturbations (e.g
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geometry Lena Bunina Model theory, AI in mathematics, algebraic groupsmodel theory of groups, Chevalley groups, applications of AI to mathematics Shira Faigenbaum-Golovin Manifold learning, shape space
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group. Our mission is to understand how early-life exposures to the microbiome shape lifelong health through their impact on the developing immune system. We develop mathematical models of microbiome
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PhD Studentship: Robust, Certified, and Scalable Federated Machine Unlearning for Privacy-Preserving AI About the Project As federated learning systems become increasingly embedded in high‑stakes
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Beyond ΛCDM: Testing Cosmological Tensions School of Mathematical and Physical Sciences PhD Research Project Competition Funded UK Students Dr Eleonora Divalentino Application Deadline: 31 October
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University of North Carolina at Chapel Hill | Chapel Hill, North Carolina | United States | 3 days ago
researchers and educators. Position Summary The Department of Mathematics at the University of North Carolina at Chapel Hill invites applications for a postdoctoral position in the Cardiovascular Modeling and