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Field
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to develop algorithms, metrics, efficient software and visualization tools for the analysis of complex systems with higher-order interactions. The activity will focus on scalable computational methods
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of Professor Etienne De Villers-Sidani is seeking a highly motivated and qualified Research Associate to join its team. The laboratory develops digital biomarkers of brain function derived from eye-tracking and
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well as the thermal, hydraulic, and mechanical characteristics of each solution. Subsequently, an optimization algorithm will be developed with the objective of maximizing profitability. The algorithm will take as
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of predictive models, multimodal data integration, development of explainable AI algorithms, analysis of clinical, biological and imaging data, and implementation of software tools supporting biomedical research
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Design. With some 200 staff and students, it offers a friendly and international work environment Learn more about CQT at https://www.cqt.sg/ Based at CQT, the Project Manager (Quantum Algorithms
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, and systematic evaluation of results. Objectives: Development and application of artificial intelligence algorithms for different use cases in the energy sector, e.g., forecasting of renewable energy
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the development of advanced digital infrastructures, such as next-generation networks (6G and beyond), as well as the vulnerability of businesses and consumers to these risks. Context and Scientific Objectives
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. Familiarity with programming and algorithms. Desirable An ability to apply knowledge acquired from research into teaching materials and methods. Willingness and potential to identify and develop independent
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University of North Carolina at Chapel Hill | Chapel Hill, North Carolina | United States | about 17 hours ago
range of professional training opportunities for career growth, skill development and lifelong learning and enjoy exclusive perks that include numerous retail and restaurant discounts, savings on local
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to researchers with a strong background in applied and computational mathematics who develop mathematical models and numerical methodologies for scientifically relevant problems. The successful candidate will