22 high-performance-quantum-computing-"https:"-"https:" Master positions at DAAD in Germany
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excellent performance in their Bachelor's studies. A cumulative grade point average of 2.0 or higher is required (converted to the German grading system). Academic Requirements Candidates have completed
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, or earlier if you take a German language course prior to the study programme. Value Under certain circumstances, you can apply for the following additional benefits after start of funding: Monthly rent subsidy
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available in the further tabs (e.g. “Application requirements”). Programme Description The ESV scholarships are open to protestant students from all disciplines and subjects wishing to study full-time at a
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available in the further tabs (e.g. “Application requirements”). Programme Description The scholarship is aimed at refugees who are studying at German institutions of higher education. Candidates from all
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? Master's programme at a German university. Duration of the funding The scholarships for Master's studies have a maximum duration of twenty-four (24) months. Value According to the cooperation agreement
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available in the further tabs (e.g. “Application requirements”). Objective The programme aims at fostering strong, internationally oriented higher education systems in Southeast Asia with the capacity
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available in the further tabs (e.g. “Application requirements”). Objective The programme aims at fostering strong, internationally oriented higher education systems in Southeast Asia with the capacity
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Master's degree programme at a state or state-recognised German university Duration of the funding 1 to 2 years Value Monthly scholarship payment of 992 euros Medical, accident and personal liability
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PhD programme or the final year of a Master's programme Number of Scholarships 20 Duration research stay up to 3 months Scholarship Value A high-level jury of German experts helps the ministry in
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available in the further tabs (e.g. “Application requirements”). Programme Description The research and training programme focusses on the mathematical and algorithmic foundations of reliable AI along with