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Defending a Living Earth: Transnational Action Beyond COP30

27 november 2025 16:30 till 18:00 | Seminarium How can we use law, policy, and transnational advocacy against global ecological destruction? In this round-table talk, environmental defenders and allies reflect on strategies they have used in their work to fight for socio-ecological justice using transnational networks. In a time when environmental harm disregards borders, transnational networks ar

https://www.lu.se/evenemang/defending-living-earth-transnational-action-beyond-cop30 - 2026-05-30

AI Lund lunch seminar: Quantitative language analysis and visualisation in R

17 december 2025 12:00 till 13:00 | Seminarium Topic: Quantitative language analysis and visualisation in RWhen: 17 December 12.00 to 13.00Where: Online - link by registrationSpeaker: Veerle Eijsbroek, PhD student at the Department of Psychology of Lund University, Sweden  Spoken language: EnglishAbstractAdvancements in Natural Language Processing (NLP) and Machine Learning (ML) have enabled psych

https://www.lu.se/evenemang/ai-lund-lunch-seminar-quantitative-language-analysis-and-visualisation-r - 2026-05-30

Gå med LU i prideparaden den 6 september!

6 september 2025 13:00 | Övrigt I samband med LundaPride bjuder universitetet in till ett gemensamt deltagande i prideparaden In English belowDen 6 september är det dags för LundaPrides parad och det vill universitetet vara med och uppmärksamma. Vicerektor Jimmie Kristensson välkomnar studenter och medarbetare att gå med i paraden bakom universitetets banderoll. Samling sker klockan 13.00 vid Univ

https://www.lu.se/evenemang/ga-med-lu-i-prideparaden-den-6-september - 2026-05-30

Partitioned methods for time-dependent thermal fluid-structure interaction

The efficient simulation of thermal interaction between fluids and structures is crucial in the design of many industrial products, e.g. turbine blades or rocket nozzles. The main goal of this work is to present a high order time adaptive multirate parallel partitioned coupled method for the efficient numerical solution of two parabolic problems with strong jumps in the material coefficients that