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from the theory of operator algebras and noncommutative geometry with the algebraic tools coming from the study of algebraic quantum groups and other noncommutative algebras. You can get an idea
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into the expressiveness of structurally constrained control flows. This PhD project explores these questions through the lenses of programming languages, automata theory, and process algebra. Key responsibilities
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, and Measure Theory. You have good written and oral communication skills. You are able to work in a team as well as independently. We offer We will give you a temporary employment contract (0.8 FTE 5
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, collaborative innovation to scale the reach of our ideas and pace of iteration, without having to scale our headcount. We operate in Chicago, New York, and Amsterdam. In our industry, the vast majority of ideas
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. Your work will focus on design-space exploration and optimizations tailored to different environments. The optimizations range from algebraic optimizations (e.g., term rewriting), to algorithmic
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mathematical machine learning theory to prove mathematical guarantees about the performance of such new explanation methods, as well as programming to test out the methods and mathematical theory in experiments
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-world networks with different structural properties. During the PhD, the successful candidate will work on several subprojects and analyse random graph models and complex networks by probabilistic tools
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for data encryption and authentication. While public-key cryptography is crucial for exchanging the key or signing data, symmetric cryptography guarantees better performance and faster speed for encrypting
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efficiently work in a highly multidisciplinary team. You have a strong background in linear and tensor algebra, non-linear mechanics, advanced finite element analysis, computational solid mechanics
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on performance bounds, radar design, and adaptivity. Job description The focus of this research project is on the optimal design of digital MIMO radar. In this context, we naturally think about the performance