In order to develop a deep and detailed reflection on global norms, international law scholars need to pay more attention to insights supplied by the discussions on the philosophical problem of universals. Using the examples of the discussion on universals in Leibniz and Hobbes, the paper demonstrates the importance of the philosophical problem of universals to discussions on the possibility of global norms. In particular, the comparative study of Leibniz and Hobbes demonstrates that a world divided in states mostly presupposes (...) a denial of universals and thus an impossibility of truly global norms. Although in such a world cooperation and agreement between states is desirable and possible, the resulting agreement does not reach the threshold of normativity required under this view. On the other hand, truly global norms become possible if one accepts the existence of universals following Leibnizian tradition. However, in this case, the nature of normativity changes. Moreover, while states do not need to disappear, their role changes significantly and the main unit of consideration becomes the individual human being. Under this view, a wide variety of actors at the international arena are accorded equal importance. Based on lessons learned from this discussion, the article demonstrates how the questions raised by an explicit inclusion of the philosophical problem of universals into debates about global norms have continuing relevance today. It also suggests some possible avenues for future research. (shrink)

The comparison made by Ada Lovelace in 1843 between the Analytical Engine and the Jacquard loom is one of the well-known analogies between looms and computation machines. Given the fact that weaving – and textile production in general – is one of the oldest cultural techniques in human history, the question arises whether this was the first time that such a parallel was drawn. As this paper will show, centuries before Lovelace’s analogy, such a comparison was made by Gottfried Wilhelm (...) Leibniz. During the 17th century, Leibniz compared his calculating machines with another textile machine, the stocking frame, a machine which mechanized knitting and which was invented in 1589. During the following centuries, this machine was considered as a technological wonder and as a creation of God, and, during the last decades of the 17th century, Leibniz emphasized the need to consider it and other textile machines mathematically. What, then, were the reasons for the parallel drawn between this machine and Leibniz’s automatic computation machines? And what were the consequences of this analogy concerning the artisanal knowledge embedded in manual textile practices? (shrink)