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Engineers usually want predictability. This project embraces chaos! – Excited about control theory? Then join us to build the math of chaotic sampling for greener and more secure control systems
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exponentially accurate approximation or controls in PDEs. Gevrey regularity allows one to go beyond the smooth theory and obtain quantitative remainder estimates, while retaining useful tools such as cutoffs and
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April 2027 Phase II (Doctoral research): For Phase II applicants, the BMS serves only as a “matchmaker” with BMS/MATH+ faculty members in Berlin. The BMS itself does not award funding. The starting date
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major methodological and conceptual challenges, centred around the need for quantitative approaches. This includes the development of sensitive quantitative assays for in vitro and in vivo approaches