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30167, Germany [map ] Subject Area: Algebraic Geometry Appl Deadline: (posted 2025/10/23, listed until 2026/01/22) Position Description: Apply Today is the last day you can apply for this position; no new
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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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broader parametric spaces—including variations in roughness geometry, spacing, and Reynolds number—and to address more realistic configurations relevant to aeronautical and industrial applications
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lining of blood vessels— which plays a central role in the development of vascular diseases. Blood vessels further complicate this picture through their complex geometries, featuring diameter variations
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The ideal candidates are expected to perform research and teaching in the following areas: Mathematics: Partial Differential Equations, Computational and Applied Mathematics, Algebra, Geometry
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methods from metric analysis, the theory of currents, fractal geometry, and the Calculus of Variations. Where to apply Website https://lavoraconnoi.unitn.it/en/post-doc-assignments/department-mathematics-ca
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methods from metric analysis, the theory of currents, fractal geometry, and the Calculus of Variations. Where to apply Website https://lavoraconnoi.unitn.it/en/research-assignments/department-mathematics-ca
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methods from metric analysis, the theory of currents, fractal geometry, and the Calculus of Variations. Where to apply Website https://lavoraconnoi.unitn.it/en/research-assignments/department-mathematics-ca
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methods from metric analysis, the theory of currents, fractal geometry, and the Calculus of Variations. Where to apply Website https://lavoraconnoi.unitn.it/en/research-assignments/department-mathematics-ca
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University of North Carolina at Chapel Hill | Chapel Hill, North Carolina | United States | about 14 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