Abstract
Jamie Gough Work, Locality and the Rhythms of Capital: The Labour Process Reconsidered, Continuum: New York, 2003; 326 pp: 0826462847, $178.95 (hbk) Economic geography's engagement with Marxism has been a chequered one. Despite a promising beginning in the late-1970s and the important theoretical contributions of David Harvey in reading Marx geographically, since the mid-1980s there has been a steady decline in economic geography's interest in Marxism. This reflects both seemingly unresolved problems in Marxian analysis and the rise of more institutional and post-structural perspectives. For many economic geographers, the utility of Marxism to explain more micro or local-scale variegation is in doubt, and these include Storper (2001:158), who dismisses Marxism for 'never [having] been able to go beyond large-scale descriptions to cause-and-effect analyses of the detailed internal dynamics of capitalism'. It is refreshing, then, to find that Jamie Gough's Work, Locality and the Rhythms of Capital: The Labour Process Reconsidered represents a robust defense of Marx and Marxist research which will be of great interest both within geography and the social sciences. Most notably, Gough deploys labour process theory to examine the restructuring of London manufacturing between 1976 and 1982. Using a longitudinal survey of London manufacturing firms, he examines the critical period in which the post-war crisis of British manufacturing reached its climax. One of Gough's goals is to illustrate the dynamics of this restructuring in terms of in situ change and firm relocation. Gough uses his analysis to explore the insights of Marxist theory, especially regarding the labour process. Recent debates on restructuring and social change have largely by-passed the labour process which was the object of intense theorising in the 1970s and 1980s. However, Gough reinvigorates this concept not by revisiting the narrow and often fruitless discussions of whether labour control and deskilling are the principal features of the capitalist labour process, but as a critical lens to account for both the fragmented and collective nature of the working class under capitalism. While post-structural and other non-Marxian frameworks have emphasised difference, they rely on non-work identities and have either not viewed the labour process as significant in the creation of difference, and/ or have not seen its possibilities in overcoming this between workers. One of the strengths of Gough's analysis is that he does this by locating individual labour processes and their role in the construction of working-class difference and commonality as part of a nested hierarchy of capitalist accumulation. Gough divides his study into three main parts. In Part I, he develops a theory of local economies and their relationship with global and firm scale processes. This section is abstract, and reviews debates on the dynamics of workplace change in the context of the accumulation of capital. Gough adds some new insights into value theory while differentiating Marxian political economy from other approaches. Thus he argues that innovation and increased product quality by firms represents a value productivity strategy as opposed to volume productivity, which focuses on intensifying labour output, and that these strategies, while strongly related, can come into conflict with each other. This emphasis on the dialectical nature of capitalist development contrasts with institutionalist and other approaches, since the latter have a more narrow focus on use-value, rather than on the necessary contradictions between use and exchange-value. Similarly, he points out that while institutionalist geographers have valuable insights into the role of the often regionally based socialisation of labour and firms, they underestimate the vulnerability of regions to disruption by the under- and over-accumulation of capital. Part II focuses on the experience of London manufacturing firms. …
Talk to us
Join us for a 30 min session where you can share your feedback and ask us any queries you have