318 structures "https:" "https:" "https:" "https:" "https:" "https:" "https:" "Imperial College London" scholarships in Netherlands
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recursive resolvers. Where to apply Website https://www.academictransfer.com/en/jobs/357204/phd-position-on-real-time-detec… Requirements Specific Requirements A Master's Degree in Computer
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we address the following steps/questions: Characterize the molecular structure and molecular distribution of suitable polymer pyrolysis waste streams to aid modelling of filler-matrix interfaces
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multidisciplinary project at the intersection of Robotics and wildlife conservation. The project aims to develop autonomous drones capable of perching on natural structures, inspired by the way birds rest on branches
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-development opportunities across academic, public, and private sectors. Structured mentoring, leadership training, and professional development. Job description PhD candidate is expected to do the following
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activities. Where to apply Website https://www.academictransfer.com/en/jobs/356678/phd-position-in-macromolecular-… Requirements Specific Requirements You are a curious and open-minded researcher who meets
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multidisciplinary team of neuroscientists, engineers, and clinicians. Where to apply Website https://www.academictransfer.com/en/jobs/357110/phd-position-project-synergy-me… Requirements Specific Requirements
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are located at the heart of Leiden’s Bio Science Park, one of Europe’s biggest science parks, where university and business life come together. For more information, see http://www.science.leidenuniv.nl
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from a variety of perspectives (modular curves, Shimura varieties, moduli spaces of flat structures, …). This project brings together a number of these approaches with applications to problems in
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, the city offers a dynamic and international environment that blends tradition with innovation, making it an inspiring place to live and work. For more information about the Mathematical Institute, see https
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the area of finite geometry. Finite geometry studies finite structures that satisfy axioms of classical geometrical spaces such as the Euclidean and projective spaces. In this project, by developing novel