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Jules Holroyd: Holding each other accountable for implicitly biased behaviour
Jules Holroyd, Assistant Professor at the Faculty of Arts at the University of Nottingham. ABSTRACTMany of us will have implicit racial biases: dispositions to certain affective or cognitive responses

The Black Beach: Moving Images between Swedish and Caribbean Shores
How can we understand life on the former Swedish Caribbean colony Saint-Barthélemy? This project aims to add to our undestanding using artistic methods as a complement to the juridical documents available in archives.
Logistics, Power, Possible Futures: A Teach-in Connecting the Nordics, Europe, and the Middle East
Venue: Biblioteket, Hägerstensåsens medborgarhusFor more information och information på svenska, visit the Facebook event here > Why should we care about logistics? How do we connect struggles around
Regulating high-reach AI: On transparency directions in the Digital Services Act
Internet policy review, vol. 13:1 Abstract By introducing the concept of high-reach AI, this paper focuses on AI systems whose widespread use may generate significant risks for both individuals and soci
An award promoting Finnish academic texts within reach for Kirsti Jylhä
The Kone Foundation's Vuoden Tiedekynä is an annual award for an academic article that demonstrates exemplary use of the Finnish language. The aim of the award is to support and increase the appreciat
Restricted completion of sparse partial Latin squares.
Combinatorics, Probability and Computing, 1-21. doi:10.1017/S096354831800055X, Cambridge University Press. Abstract An n × n partial Latin square P is called α-dense if each row and column has at most αnnon-emp times in . An × array where each cell contains a subset of {1,…, } is a (, ) -array if each symbol occurs at most times in each row and column and each cell contains a set of size at most . Combining the notions of completing partial Latin squares and avoiding arrays, we prove that there are constants , > 0 such that, for every positive integer , if is an -dense × partial Latin square, is an × -array, and no cell of contains a symbol that appears in the corresponding cell of , then there is a completion of that avoids ; that is, there is a Latin square that agrees with on every non-empty cell of , and, for each , satisfying 1 ≤ , ≤ , the symbol in position (, ) in does not appear in the corresponding cell of .
Completed: Tipping Point
A multiartistic performative sculpture to visualize the complex connection between our decisions today and the living conditions for future generations.
Positive online emotions
Is it possible to study emotions using mathematical models? Frank Schweizer is one of the resesarchers who have tried and he finds for example that we are quite nice to each other online. He came to te
Interpreting Europe and US Labor Market Differences: the Specificity of Human Capital Investments
This paper suggests that in the US context, workers tend to invest in general human capital since they face little employment protection and low unemployment benefits, while the European model favors

Martin Kolk: Low-fertility countries are responsible for almost all of the CO2 emissions
Do we need to reduce population growth to address the climate challenge? From the perspective that each person contributes to green house gas emissions and resource consumption, it is a logical though