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| Course title | City | Start date | Credits |
|---|---|---|---|
| Ph. D. summer school on uncertainty in machine learning | Kgs. Lyngby | - | 3 ECTS |
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DTU Department of Informatics and Mathematical Modeling
General course objectives:This summer school will explore the theoretical foundations and practical applications of uncertainty in machine learning. Participants will learn how uncertainty can be modeled using probabilistic approaches, approximate inferen |
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| Pseudodifferential operators for boundary value problems | Kgs. Lyngby | - | 5 ECTS |
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DTU Department of Informatics and Mathematical Modeling
General course objectives:Modern analysis of boundary value problems for partial differential equations (PDE) relies on the theory of pseudodifferential operators. In addition to establishing locally the existence, uniqueness and regularity of solutions o |
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| Scientific Computing for X-Ray Computed Tomography | Kgs. Lyngby | - | 5 ECTS |
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DTU Department of Informatics and Mathematical Modeling
General course objectives:X-ray Computed Tomography (CT) is used routinely in medicine, materials science and many other applications to reconstruct an object's interior using mathematical methods and numerical algorithms.This course focuses on the formul |
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| Time Series Analysis - with a focus on Modelling and Forecas... | Kgs. Lyngby | - | 2,5 ECTS |
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DTU Department of Informatics and Mathematical Modeling
General course objectives:To give a hands on introduction to the statistical techniques, which are highly useful for modelling based on data observed from energy systems, as well as the use of these e.g. for control.Learning objectives:A student who has m |
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| Young Researcher Entrepreneurship Bootcamp | Kgs. Lyngby | - | 2,5 ECTS |
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DTU Department of Informatics and Mathematical Modeling
General course objectives:The overarching objective of the course Young Researcher Entrepreneurship Bootcamp is to strengthen the entrepreneurial capabilities of doctoral students and early career researchers, thereby contributing to an increased number o |
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