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mobility, and create a collaborative environment. TUD and the CRC embody a university culture that is characterized by cosmopolitanism, mutual appreciation, thriving innovation and active participation
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Description For our location in Hamburg we are seeking: PhD student - Lasers for Inertial Confinement Fusion Remuneration Group 13 | Limited: 3 years | Starting date: 01.09.2025 | ID: FSDO013/2025
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international working environment in the city of Dresden, one of Germany’s most vibrant places. For TUD diversity is an essential feature and a quality criterion of an excellent university. Accordingly, we
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Description For our location in Hamburg we are seeking: PhD Position in Laser Plasma Acceleration Remuneration Group 13 | Limited: 3 years | Starting date: earliest possible | ID: MDO004/2025
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PhD subjects, high interdisciplinary desire to learn and willingness to cooperate, very good verbal and written English communication skills. What we offer: Pioneering Research Environment: Shape
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environment Scientific excellence and extensive professional networking opportunities A structured PhD program with a comprehensive range of continuing education and networking opportunities at Leipzig
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Description The research group of Jun.-Prof. Dr. Johannes Walker welcomes applications for a Ph.D. position with a limited contract of three years according to the salary level E 13 TV-L (50 %). This position is to start at the earliest opportunity. The project will involved the development of...
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Description The NHR Graduate School for HPC Talents 9 Ph.D. scholarships for HPC, Numerical Simulations, and AI/ML projects The NHR Graduate School seeks qualified applicants interested in pursuing a Ph.D. project in HPC, numerical simulation, and AI/ML. Fellows will receive a three-year...
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international working environment in the city of Dresden, one of Germany’s most vibrant places. For TUD diversity is an essential feature and a quality criterion of an excellent university. Accordingly, we
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Description Are you interested in developing novel scientific machine learning models for a special class of ordinary and differential algebraic equations? We are currently looking for a PhD