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property testing. Cryptography, zero-knowledge proofs, and probabilistically checkable proofs. Locally testable and locally decodable codes. Computational learning theory. Structure-versus-randomness and
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Inria, the French national research institute for the digital sciences | Villers les Nancy, Lorraine | France | about 22 hours ago
to understand what happens for small numbers of colors. [1] Favereau, Hoyrup. Local generation of tilings. Ergodic theory and dynamical systems. 45(11), 2025 [2] Favereau, Hoyrup. Local generation of tilings
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. 90000076669), Faculty of Economics and Social Sciences, invites applications for one Leading Researcher position in the area of Media and Communication with specialization in Communication Theory. The aim
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theoretical and computational research on dynamic game theory and multi-agent optimization for uncertain systems. By building on tools from distributed optimization, convex-monotone game theory, and hybrid
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of the defining challenges of the coming decade, and it is exactly where this PhD sits. At TU/e you will join the Information and Communication Theory Lab, a group with a long track record in classical coding and
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. As a PhD researcher, you will unravel the atomic-scale mechanisms of hydrogen embrittlement in compositionally complex recycled steels, using density functional theory and machine-learned interatomic
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matrices. You will integrate theory, modelling, and experiments to determine how local pH conditions develop, how they depend on water composition and material properties, and how they can be engineered
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, structural dynamics and structural reliability theory, and you will work with data and cases from real infrastructure. You will be supervised by Professor Jochen Köhler (structural reliability and risk
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Ever wondered what keeps your data flawless, and secret, as it travels through an optical fibre, even against the quantum computers on the horizon? The answer is error-correcting codes: clever maths
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of probabilistic and extremal combinatorics, structural graph theory and algorithms. We study problems on discrete structures such as graphs, permutations, posets or set systems using probabilistic, structural and