Peter Vallentyne, Florence G. Kline Professor at the Department of Philosophy, University of Missouri ABSTRACTA person is wronged when her rights are infringed, but when exactly are rights infringed? Th

Vienna Yearbook of Population Research Abstract We theoretically explore the interrelations between population (P), affluence (A) and technology (T) for various environmental impacts (I ) using IPAT-typ

It has been a long and violent conflict, but the parties have finally come to an agreement to put down their weapons – now it’s time for peace to settle in society. Unfortunately, there are a limited

The legal challenges of protecting cultural property in military operations

Martin Hamilton, Centre for International Law and Operational Law, Swedish Defence University: "The legal challenges of protecting cultural property in military operations." A talk on how the military

This paper uses demographic projections of age structure and correlations with GDP and GDP growth to study the forecasting properties of demographically based models. Extending the forecasts to 2050 s

Ageing Europe: An application of National Transfer Accounts (NTA) for explaining and projecting trends in public finances (AGENTA). The AGENTA project aims at explaining the past and forecasting the fu

How economics can save the world

Book launch for How Economics Can Save the World (Penguin, 2023) by Erik Angner, professor of practical philosophy and PhD in economics. Economics has always been shadowed by a movement that has been c

I am Distinguished Professor of Philosophy at Australian National University, having previously served as Professor of Government at University of Essex. I work on a range of topics in political theor

International review of social psychology, vol 37:1 Abstract Feygina and colleagues (2010, Study 3) reported that people who prefer the status quo can be encouraged towards pro-environmental responses w

Journal of Combinatorial Designs, Volume 27, Issue 4, p. 229-250, doi.org/10.1002/jcd.21642 Abstract We have performed a complete enumeration of nonisotopic triples of mutually orthogonal Latin rectangle. Here we will present a census of such triples, classified by various properties, including the order of the autotopism group of the triple. As part of this, we have also achieved the first enumeration of pairwise orthogonal triples of Youden rectangles. We have also studied orthogonal triples of rectangles which are formed by extending mutually orthogonal triples with nontrivial autotopisms one row at a time, and requiring that the autotopism group is nontrivial in each step. This class includes a triple coming from the projective plane of order 8. Here we find a remarkably symmetrical pair of triples of rectangles, formed by juxtaposing two selected copies of complete sets of mutually orthogonal Latin squares of order 4.