Latour, B., Jensen, P., Venturini, T., Grauwin, S. and Boullier, D. (2012) ‘The Whole Is Always Smaller Than Its Parts: A Digital Test of Gabriel Tarde’s Monads’, British Journal of Sociology, 63(4), pp. 590–615.



Latour and his collaborators challenge the habitual separation between micro and macro levels by exploiting the navigational capacities of digital datasets. Their decisive claim is that an aggregate should not be imagined as a superior container into which individuals disappear, but as a provisional profile assembled from the specific relations that compose it. Tarde’s monad becomes newly operational because digital traces allow inquiry to follow entities through their connections without reducing them to anonymous membership in a whole. Methodologically, the paper replaces explanatory scale with movement across networks: one does not leap from individual to structure but traces how structural effects are produced through overlapping attributes, affiliations and trajectories. The wider theoretical bridge is toward digital sociology and data visualisation, where the political question becomes one of representation: whether interfaces preserve heterogeneity or flatten it into categories. The paper’s iconic contribution is to redefine totality as a navigable effect, always less informative than the relations that generate it.