Published online by Cambridge University Press: 27 January 2009
This Note is concerned with the problem of how to distribute votes in an assembly so that all interested groups are ‘fairly’ represented. It is clear that in many cases present arrangements are open to criticism. For example, in the United Nations General Assembly both China (population 732 million) and Norway (4 million) are represented by one vote. The situation at the British Labour Party annual conference is in direct contrast to this. Here votes are allocated to the individual unions and constituency Labour parties in proportion to their membership (rounded up to the nearest thousand), so that the Transport and General Workers' Union (membership 1,000,000) exercises 1,000 votes, whereas the 25,000 members of the National Union of Seamen are represented by only twenty-five votes. Since the total number of votes at the conference is about 6,000, it might be felt that the large unions exercise a disproportionate amount of influence.
1 All figures relating to the Labour Party annual conference are taken from the List of Affiliated Organizations attending the 1972 Blackpool Conference.
2 Penrose, L. S., ‘The Elementary Statistics of Majority Voting’, Journal of the Royal Statistical Society, CIX (1946), 53–7CrossRefGoogle Scholar, and Penrose, L. S., On the Objective Study of Crowd Behaviour (London: H. K. Lewis, 1952), Chap. II and Appendix.Google Scholar
3 Penrose, , ‘The Elementary Statistics of Majority Voting’, p. 54.Google Scholar
4 Penrose, , On the Objective Study of Crowd Behaviour, p.7.Google Scholar
5 Figures from Whitaker's Almanac (1974).