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(derived categories of) Hilbert schemes of points on (noncommutative) surfaces, and compute their categorical invariants like Hochschild cohomology, and generalize these results to abstract symmetric powers
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, Information & Computing Sciences, Physics, Chemistry and Mathematics. Together, we work on excellent research and inspiring education. We do so, driven by curiosity and supported by outstanding infrastructure
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. The overarching goal of this research line is to connect deep biological understanding, spanning evolution, biomechanics, materials and neural computation, with concrete space applications, turning nature-inspired
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