Hostname: page-component-89b8bd64d-j4x9h Total loading time: 0 Render date: 2026-05-06T15:00:33.306Z Has data issue: false hasContentIssue false

Inventors among the “Impoverished Sophisticate”

Published online by Cambridge University Press:  04 November 2024

Thor Berger*
Affiliation:
Pro Futura Scientia Fellow XVI, Swedish Collegium for Advanced Study (SCAS), Uppsala University; Associate Professor, Department of Economic History and Centre for Economic Demography, School of Economics and Management, Lund University; Research Affiliate, CEPR; Affiliated Researcher, Research Institute of Industrial Economics (IFN).
Erik Prawitz
Affiliation:
Senior Lecturer, Department of Economics and Statistics, Linnaeus University; Research Fellow, Research Institute of Industrial Economics (IFN). E-mail: erik.prawitz@lnu.se.
Rights & Permissions [Opens in a new window]

Abstract

This paper examines the identity and origins of Swedish inventors prior to WWI, drawing on the universe of patent records linked to census data. We document that the rise of innovation during Sweden’s industrialization can largely be attributed to a small industrial elite belonging to the upper-tail of the economic, educational, and social status distribution. Analyzing children’s opportunities to become inventors, we show that inventors were disproportionately drawn from privileged family backgrounds. However, innovation was a path to upward mobility for the middle- and working-class children that managed to overcome the barriers to entry.

Information

Type
Article
Creative Commons
Creative Common License - CCCreative Common License - BY
This is an Open Access article, distributed under the terms of the Creative Commons Attribution licence (http://creativecommons.org/licenses/by/4.0/), which permits unrestricted re-use, distribution, and reproduction in any medium, provided the original work is properly cited.
Copyright
© The Author(s), 2024. Published by Cambridge University Press on behalf of the Economic History Association
Figure 0

FIGURE 1 PATENTING ACTIVITY IN BRITAIN, SWEDEN, AND THE UNITED STATESSources: A: The number of granted patents per million inhabitants in Sweden, the United Kingdom, and the United States is based on WIPO historical IP statistics (Sáiz 1999). B: Patent application costs in Sweden (1885), Britain (before the 1883 Patents Act), and the United States (in the 1880s) based on data in Andrée (1888) and the cost of holding a patent for the full length in 1900 based on data from Lerner (2002).

Figure 1

TABLE 1 INVENTORS: DESCRIPTIVE FACTS

Figure 2

FIGURE 2 SOCIAL CLASS OF INVENTORSNotes: A: Distribution of social class among Swedish inventors (using the full inventor sample). Swedish and U.S. patents denote distribution when weighted by the number of patents granted to each inventor by the PRV and the USPTO, respectively. B: The share of inventors in the adult population in 1910 across social classes (using the census sample). The different status categories are based on the HISCLASS social class scheme, as described in the main text.Sources: Census data from IPUMS. See main text for description of patent data.

Figure 3

FIGURE 3 SOCIAL CLASS OF INVENTORS, 1840–1914Notes: A: The distribution of social class among Swedish inventors between 1840 and 1914 among all active inventors that apply for a patent in each year. The different status categories are based on the HISCLASS social class scheme, as described in the main text. B: The share of inventors that belong to the “industrial” and “other” elite each year. We define these groups based on occupations reported by inventors on the patent records. The following occupational strings are categorized as the “industrial” elite: *ingenjör,* direktör, disponent, fabriksdirektör, fabriksdisponent, fabriksidkare. Remaining occupations are categorized as “other.”Sources: See main text for description of patent data.

Figure 4

TABLE 2 INVENTOR OUTPUT AND QUALITY: DESCRIPTIVE FACTS

Figure 5

FIGURE 4 INVENTOR OUTPUT AND QUALITY BY SOCIAL CLASSNotes: The figure displays point estimates and 95 percent confidence intervals from inventorlevel OLS regressions with robust standard errors. The outcome is the total number of granted patents over an inventor’s lifetime (A) and the average number of years patent fees were paid per patent (B) for inventors belonging to different social classes relative to inventors belonging to the unskilled class (using the census sample). The different status categories are based on the HISCLASS social class scheme, as described in the main text. The baseline regressions (denoted by blue circles) include controls for the first decade in which an inventor applied for a (subsequently granted) patent and the county of residence. Additional specifications add controls for the first (DPK) technology class an inventor patents in (red diamonds) and career length (teal diamonds).Sources: Census data from IPUMS. See main text for description of patent data.

Figure 6

FIGURE 5 SOCIAL AND ECONOMIC ORIGINS OF INVENTORSNotes: The figure displays the probability that a son becomes an inventor based on his father’s social class and income (using the linked father-son sample). A: The share of sons that become inventors by the social class of their father. The different status categories are based on the HISCLASS social class scheme, as described in the main text. B: Binned scatter plot of the probability for a son to become an inventor by the 1880 occupational income score of their father. Observations are sorted into 100 groups of equal size, and the circles indicate the mean probability of a son becoming an inventor in each group.Sources: Dataset described in main text.

Figure 7

TABLE 3 WHO BECOMES AN INVENTOR? THE ROLE OF FAMILY BACKGROUND

Figure 8

FIGURE 6 INTERGENERATIONAL INCOME MOBILITY AMONG (NON-)INVENTORSNotes: The figure displays a binned scatter plot of sons’ occupational income score in 1910 and their fathers’ occupational income score in 1880 separately for inventors and non-inventors (using the linked father-son sample). For each group, observations are sorted into 20 groups of equal size, and the circles/diamonds indicate the mean income rank in each group. Linear regression lines based on the underlying (ungrouped) data where we include controls for cubic functions in the age of fathers in 1880 and sons in 1910 are also shown. We report the slope from these underlying rank-rank regressions in the figure with standard errors clustered at the father level.Sources: Dataset described in main text.

Figure 9

TABLE 4 INVENTION AND INTERGENERATIONAL INCOME MOBILITY

Supplementary material: File

Berger and Prawitz supplementary material

Berger and Prawitz supplementary material
Download Berger and Prawitz supplementary material(File)
File 789.8 KB