A Survey of Theories and Empirical Evidence
- New Perspectives on the Modern Corporation series
Chapter 2: Firm Size Distributions
2. Firm size distributions A suitable starting point for studies into industrial structure and dynamics is the firm size distribution, which is one of the oldest and most fundamental stylized facts about firm size and growth. In fact, it was while contemplating the empirical size distribution that Robert Gibrat (1931) proposed the well-known ‘Law of Proportionate Effect’ (also known as ‘Gibrat’s law’), which has arguably been the most influential model of firm growth. Even today, the firm size distribution continues to receive a lot of attention from both empirical researchers and theoretical modellers. In this chapter we begin by reviewing empirical evidence on the firm size distribution (section 2.1). Empirical work seems to suggest that the lognormal or the Pareto are useful approximations to the aggregate firm size distribution (de Wit, 2005). In section 2.2 Gibrat’s model of the lognormal firm size distribution is presented. Section 2.3 presents some preliminary evidence on the age distribution of firms, and section 2.4 combines a Gibrat process within cohorts with the distribution of firm age to derive a Pareto firm size distribution. 2.1 SIZE DISTRIBUTIONS The observation that the firm size distribution is positively skewed proved to be a useful point of entry for research into the structure of industries. (See Figures 2.1 and 2.2 for some examples of aggregate firm size distributions.) Gibrat (1931) considered the size of French firms in terms of employees and concluded that the lognormal distribution was a valid heuristic. Hart and Prais (1956) presented further evidence on...
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