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insights from geometry and topology to discover new applications of machine learning. Multiple positions may be available. Role Requirements The successful candidate must have a PhD (or close to submitting
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Via Multiple Noncovalent Interactions” in the second funding phase at the Martin Luther University Halle-Wittenberg will start with a highly interdisciplinary and ambitious research program in November
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buildings, smart street lighting, smart factories, healthcare, and robotics. The emerging radar sensors in use by the group employ multiple-input multiple-output (MIMO) technology and can be connected
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Description The Research Training Group (in German: Graduiertenkolleg, GRK) RTG2670 “Beyond Amphiphilicity: Self-Organization of Soft Matter Via Multiple Noncovalent Interactions” in the second
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. At the intersection of different sub-fields (applied mathematics, software engineering, and medicine), it is expected to refine the scope and goals of the project with the selected applicant, depending on technical
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collaborations, working with multiple stakeholders at the intersection of applied mathematics, computer science, and physics applications. You have excellent communication skills, both written and oral, in both
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supervision. Complete and defend a PhD thesis within the official appointment duration of four years. Your profile An MSc degree in Artificial Intelligence, (Applied) Mathematics/Physics, Computer Science
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. Your profile An MSc degree in Artificial Intelligence, (Applied) Mathematics/Physics, Computer Science, Engineering or related field. A strong background/knowledge in machine learning and computer vision
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to prioritize and work effectively under pressure to meet deadlines. Ability to maintain accuracy and attention to detail. Ability to manage multiple tasks and assignments. Ability to perform technical writing
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/Alzette (Belval) 1511, Luxembourg [map ] Subject Area: Mathematics Appl Deadline: (posted 2025/01/16, updated 2025/02/06, listed until 2025/07/31) Position Description: Apply 2025/07/31 11:59PM Position