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The main objective of this course is to provide essential knowledge and skills for conducting scientific research. You will acquire useful training in library knowledge, and you will be encouraged to explore the possibilities to use…

In this course you will learn to use and explain statistical measures, independently perform analyzes and interpret results, understand and apply methods to applicable data and perform a geostatistical analysis. Course content The course…

After introduction and basic Python programming the student learns to program and visualize vector- as well as raster-based examples in a GIS environment. Many different components in Python programming, from input, via algorithm…

In this course, students will explore theoretical and practical concepts of Spatial Data Infrastructures (SDIs). They will study fundamental concepts of SDI and the important factors that affect the development of SDI. Furthermore,…

The course provides students with a general overview of the development of Greek from Classical Antiquity to the early Byzantine period with regard to changes in sound system, grammar and text structures. Furthermore, the course deals with…

In today’s digital economy, data is one of the most valuable resources. Since all processing of personal data in the European Union must comply with the General Data Protection Regulation (GDPR), knowledge about data protection law is…

The course Corporate Taxation and Sustainability is an undergraduate course which provides the students with an overview of the area, and knowledge about relevant regulations and policies. This is a digital, distance course consisting of a…

The course is divided into five modules where recorded lectures will be provided along with application assignments and quizzes, which evaluate students' learning in the module. In the fifth course module, a major assignment is completed…

You will gain a conceptual understanding of how Generative AI, particularly LLMs, work and how they can be used in organisations. The course also introduces the idea of viewing organisations as Work Systems. You will learn to identify…

This course consists of approximately 10 lectures and approximately 10 group work sessions. In lectures, students will read and discuss scholarly texts written in the Japanese language on the Japanese language, in order to improve their…

In this course, students attend weekly research seminars on Japanese linguistics and East-Asian linguistics to familiarise themselves with various research topics and methodology in Japanese and East-Asian linguistics. In these seminars,…

The course is given during the autumn semester at Lunds university and at the Technical University of Denmark in Lyngby. The graduate course in Advanced Time Series Analysis has its target audience amongst students with technical or…

The course treats: Elementary logic and set theory Basic properties of the natural numbers and the integers: induction, divisibility, Euclid’s algorithm Basic properties of polynomials: divisibility, Euclid’s algorithm Complex…

The course treats variational problems with and without constraints, Euler equations with and without constraints, Legendre, Jacobi and Weierstrass necessary condition for local minimum, Hilbert invariant integral and Weierstrass…

The course comprises: Matrices and determinants. Linear spaces. Spectral theory.The Jordan normal form. Matrix factorizations. Matrix polynomials and matrix functions. Norms. Scalar products. Singular values. Normal matrices…

The course covers: Differentiable manifolds, their tangent spaces and tangent bundles. Riemannian metrics and their unique Levi-Civita connection. Geodesics and the important Riemann curvature tensor and its influence on the local…

The course treats: • homotopy theory, the fundamental group, covering spaces • the Brouwer fixed point theorem, the Borsuk-Ulam theorem • deformation retracts, fundamental groups and homology of surfaces • surgery of manifolds, also called…

The course treats fundamental properties of Banach and Hilbert spaces and the bounded linear operators defined on them: Banach spaces, the Hahn-Banach Theorem, weak convergence and  weak precompactness of the unit ball. Hilbert…

The course treats applications of the Hahn-Banach theorem, weak convergence and compactness, the Riesz representation theorem, the use of orthonormal bases, boundedness, compactness and spectra of integral operators, the…

This course provides opportunities for participants to enhance their knowledge and skills in sustainability science through a deeper comprehension of the strengths and weaknesses of participatory methods. The course is based on…