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the ERC project Enumerative and Arithmetic Geometry of Logarithmic Curves. This project has two main goals: building and using cohomological field theory (CohFT) structures on logarithmic Gromov-Witten
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integrating open science in their research practice. The Faculty of CEG comprises 28 research groups in the following seven departments: Materials Mechanics Management & Design, Engineering Structures
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and across individuals, populations, and species. To understand this variation, we need to consider how stress responses adapt to the structure of the environment over multiple timescales—through
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mechanobiology and chromatin structure. The goal is to uncover how physical forces influence genome organisation and how misregulation may contribute to disease. We are seeking a scientist with a strong interest
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main goals: building and using cohomological field theory (CohFT) structures on logarithmic Gromov-Witten invariants; understanding the geometry of the moduli space of genus 2 curves/abelian surfaces
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, primary care providers, public health authorities). Methods: semi structured interviews and document analysis. Explore what data are available on essential health resources and supporting systems, and
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in the area of finite geometry. Finite geometry studies finite structures that satisfy axioms of classical geometrical spaces such as the Euclidean and projective spaces. In this project, by developing
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outcomes. · Performing coordinating tasks, including maintaining contact with collaboration partners within BDS and the Health Campus in The Hague Where to apply Website https
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of images (like in comics) in relation to the structure of languages. Additional information about this research project can be found at www.visuallanguagelab.com/pictree . Your position The PICTREE Project
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temporary or even mundane. Examples of such temporary-but-everyday barriers include construction sites and road works planned by municipalities, but also a variety of unplanned situations, such as improperly