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/GNC systems has traditionally relied on model-based techniques, which in turn, have their foundations in a solid body of mathematical proofs (such as guarantees of stability and robustness
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on the resulting algorithms and pipelines. As an emerging paradigm, differentiable programming builds upon several areas of computer science and applied mathematics, including automatic differentiation, graphical
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completion of a PhD in a mathematical or engineering discipline related to mathematical modelling, control systems or complex systems simulation. Preference will be given to applications submitted by
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