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Field
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understand, explain and advance society and environment we live in. Your role Research in the general domain of stochastic analysis, with special focus on stochastic geometry, such as random fields, random
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23 Dec 2025 Job Information Organisation/Company Chalmers University of Technology Research Field Mathematics » Algebra Mathematics » Geometry Researcher Profile Recognised Researcher (R2) Country
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Zerbib. This includes graph theory, discrete geometry, topological combinatorics, extremal combinatorics, and flag algebras. The position has a 2-1 teaching load and a requirement to be involved with
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microfluidics channels experimentally. The particle dynamics under solute concentration gradient will be analyzed and new methods of manipulating particles in complex geometries will be developed. Application
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Collaboration on « Probabilistic Paths to Quantum Field Theory », https://probabilistic-qft.org/ , which addresses broad theoretical questions interfacing quantum field theory and probability theory, but also
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experiments and quantum algorithms for computational geometry problems. Prior expertise in these areas is highly encouraged. The selected candidate will work on cutting edge technologies in an excellent
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, numerical simulations, and experiments will be conducted to understand the mechanisms of instability and determine the best geometries and operating conditions for exploiting them. The work will mainly
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Annual Basis: 9 Month Review of Applications Begins March 16, 2026; position open until filled Special Instructions to Applicants Apply online at https://www.mathjobs.org/jobs/list/28124 (link opens in
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on “Active exploration of iridescence and gloss”. The ESR will join the EXPLORA consortium (https://explora-network.github.io/web/index.html), which comprises 12 academic institutions across multiple European
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University of North Carolina at Chapel Hill | Chapel Hill, North Carolina | United States | about 8 hours ago
the Principal Investigator on research in Lagrangian geometry and fully nonlinear partial differential equations, including the construction of minimal Lagrangians in complex hyperbolic space and their