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Continuity and Change on Corporate Boards

Published online by Cambridge University Press:  13 July 2026

Peter Cziraki*
Affiliation:
Texas A&M University Mays Business School
Adriana Z. Robertson
Affiliation:
University of Chicago Law School arobertson@uchicago.edu
*
cziraki@tamu.edu (corresponding author)
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Abstract

The number of women on public company boards has increased dramatically in recent years. We study where these women directors came from and how they were absorbed. Since 2018, women with board experience have obtained significantly more board seats than their male counterparts. Women directors are also more likely to have no previous board experience than men, indicating movement on both the intensive and extensive margins. Adding a woman director is associated with a transitory increase in board size roughly one third of the time. This increase is offset when an existing director rolls off, which typically happens within 1 year.

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Type
Research 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, provided the original article is properly cited.
Copyright
© The Author(s), 2026. Published by Cambridge University Press on behalf of the Michael G. Foster School of Business, University of Washington
Figure 0

TABLE 1 Descriptive StatisticsTABLE 1 long description.

Figure 1

FIGURE 1 Relationship Between Independent Director Experience and Number of Positions 2 Years Later—Average Difference Between Women and MenIn Figure 1, the vertical axis represents the point estimate on the female indicator variable from cross-sectional OLS regressions using data from the year indicated on the x-axis for individuals in the indicated size category (1 to 50, 51 to 500, 501 to 1000, and 1001+). A director is assigned to the size rank of the largest company she is a director of in year t−2$ t-2 $, where size is measured by equity market capitalization. The unit of observation is the individual director in the indicated year. The regression model is, for each year t$ t $,Number Positionsi,t=δ×Femalei+γ×Number Positionsi,t−2+Φi,t−2+εi,t,$$ {Number\ Positions}_{i,t}=\delta \times {Female}_i+\gamma \times {Number\ Positions}_{i,t-2}+{\Phi}_{i,t-2}+{\varepsilon}_{i,t}, $$Number Positionsi comma t equals delta times Femalei plus gamma times Number Positionsi comma t minus 2 plus upper Phi i comma t minus 2 plus epsilon i comma t commawhere NumberPositionsi,t$ {NumberPositions}_{i,t} $ is the number of independent director positions individual i$ i $ has in year t$ t $, Femalei$ {Female}_i $ and is an indicator variable equal to 1 if individual i$ i $ is female. The coefficient on this variable, δ$ \delta $, is what we plot. Φi,t−2$ {\Phi}_{i,t-2} $ is a vector of fixed effects for individual i$ i $ in year t−2$ t-2 $, and εi,t$ {\varepsilon}_{i,t} $ is the error term. The fixed effects are individual i$ i $’s age in year t−2$ t-2 $ and an indicator variable equal to 1 if the individual is an executive in year t−2$ t-2 $. Error bars represent 95% confidence intervals around the point estimate, calculated using robust standard errors and a Bonferroni adjustment to account for the fact that we are displaying 33 different estimates (one for each year between 1990 and 2022). Confidence intervals are truncated at −0.3 and 0.3.FIGURE 1 long description.

Figure 2

FIGURE 2 Average Percentage of Directors with No Previous Board Experience, by Gender and Company SizeFigure 2 plots the average percentage of men (indicated with blue circles) and women (indicated with red squares) directors with no previous board experience per year. Companies are divided into four groups by equity market capitalization in the year in question, where 1 is the largest company. Error bars represent 95% confidence intervals around the estimates, calculated using a Bonferroni adjustment to account for the fact that we are displaying 33 different estimates (one for each year between 1990 and 2022). Confidence intervals are truncated at 0 and 30.FIGURE 2 long description.

Figure 3

FIGURE 3 Committee Membership of Women Directors: Executive CommitteeFigure 3 plots the average percentage of women directors on the board’s executive committee (indicated with blue circles), the average percentage of women executive committee chairs (indicated with red squares), and the average percentage of women on boards (indicated with black triangles) per year. Companies are divided into four groups by equity market capitalization in the year in question, where 1 is the largest company. Error bars represent 95% confidence intervals around the estimates, calculated using a Bonferroni adjustment to account for the fact that we are displaying 23 different estimates (one for each year between 1990 and 2022). Confidence intervals are truncated from below at 0. The mean values for 2022 are provided in the figure.FIGURE 3 long description.

Figure 4

FIGURE 4 Committee Membership of Women Directors: Nominating or Governance CommitteeFigure 4 plots the average percentage of women directors on the board’s nominating or governance committee (indicated with blue circles), the average percentage of women nominating or governance committee chairs (indicated with red squares), and the average percentage of women on boards (indicated with black triangles) per year. Companies are divided into four groups by equity market capitalization in the year in question, where 1 is the largest company. Error bars represent 95% confidence intervals around the estimates, calculated using a Bonferroni adjustment to account for the fact that we are displaying 23 different estimates (one for each year between 1990 and 2022). Confidence intervals are truncated at 0 and 50. The mean values for 2022 are provided in the figure.FIGURE 4 long description.

Figure 5

FIGURE 5 Committee Membership of Women Directors: Audit CommitteeFigure 5 plots the average percentage of women directors on the board’s audit committee (indicated with blue circles), the average percentage of women audit committee chairs (indicated with red squares), and the average percentage of women on boards (indicated with black triangles) per year. Companies are divided into four groups by equity market capitalization in the year in question, where 1 is the largest company. Error bars represent 95% confidence intervals around the estimates, calculated using a Bonferroni adjustment to account for the fact that we are displaying 23 different estimates (one for each year between 1990 and 2022). Confidence intervals are truncated at 0 and 50. The mean values for 2022 are provided in the figure.FIGURE 5 long description.

Figure 6

TABLE 2 Women as Board Committee ChairsTABLE 2 long description.

Figure 7

TABLE 3 Prior Experience and Committee Chair PositionsTABLE 3 long description.

Figure 8

FIGURE 6 Average Board Size and Number of Women Directors, by Company SizeFigure 6 plots the average board size (indicated with blue circles) and the average number of women (indicated with red squares) per year. Companies are divided into four groups by equity market capitalization in the year in question, where 1 is the largest company. Error bars represent 95% confidence intervals around the estimates, calculated using a Bonferroni adjustment to account for the fact that we are displaying 33 different estimates (one for each year between 1990 and 2022). Confidence intervals are truncated at 0 and 16. The mean values for 2007 and 2022 are provided in the figure. The difference in board size between 2022 and 2007 is not statistically significant in the first figure (representing the largest companies, p = 0.534). The difference is statistically significant in the second and third figures (p = 0.039 and p = 0.000, respectively), and is only very marginally significant in the fourth (representing the smallest companies, p = 0.104). The difference in the number of women directors between 2022 and 2007 is statistically significant in all four figures (p = 0.000 in all four).FIGURE 6 long description.

Figure 9

FIGURE 7 Change in Board Size After the Addition of DirectorsFigure 7 plots the results of an event study analysis of the relationship between an increase in women directors (indicated with red squares) and board size, and the relationship between an increase in men directors (indicated with blue circles) and board size. The unit of observation is company ×$ \times $ year. For the analysis of women directors, t=0$ t=0 $ represents the year that the number of women increased by one (two) while the number of men did not increase in Graphs A and B (C and D). The analysis for men is analogous, with the genders reversed. Graphs A and C use data from 1990 through 2009; Graphs B and D restrict the sample to 2010 through 2022. The regression model isSizej,τ=β−2×Tj,τ−2+β0×Tj,τ+0+β1×Tj,τ+1+β2×Tj,τ+2+β3×Tj,τ+3+ηj+λτ+Φj,τ+εj,τ,$$ {Size}_{j,\tau }={\beta}_{-2}\times {T}_{j,\tau -2}+{\beta}_0\times {T}_{j,\tau +0}+{\beta}_1\times {T}_{j,\tau +1}+{\beta}_2\times {T}_{j,\tau +2}+{\beta}_3\times {T}_{j,\tau +3}+{\eta}_j+{\lambda}_{\tau }+{\Phi}_{j,\tau }+{\varepsilon}_{j,\tau }, $$Sizej comma tau equals beta minus 2 times Tj comma tau minus 2 plus beta 0 times Tj comma tau plus 0 plus beta 1 times Tj comma tau plus 1 plus beta 2 times Tj comma tau plus 2 plus beta 3 times Tj comma tau plus 3 plus eta j plus lamda tau plus upper Phi j comma tau plus epsilon j comma tau commawhere Tj,τ+k$ {T}_{j,\tau +k} $ is an indicator equal to 1 if year τ$ \tau $ represents event time k$ k $ for company j$ j $. The βk$ {\beta}_k $ estimates are what we plot in the figure. Sizej,τ$ {Size}_{j,\tau } $ is the size of company’s board in year τ$ \tau $, ηj$ {\eta}_j $ are company fixed effects, λτ$ {\lambda}_{\tau } $ are year fixed effects, Φj,τ$ {\Phi}_{j,\tau } $ are firm size category fixed effects for company j$ j $ in year τ$ \tau $ (defined using the same categories as in Figure 1), and εj,τ$ {\varepsilon}_{j,\tau } $ is the error term. Error bars represent 95% confidence intervals around the point estimate, calculated using standard errors clustered at the company level and a Bonferroni adjustment to account for the fact that we are displaying 5 different estimates. Confidence intervals are truncated from below at −0.2.FIGURE 7 long description.

Figure 10

FIGURE 8 Change in Tenure of Departing Male Directors After the Addition of Women DirectorsFigure 8 plots the results of an event study analysis of the relationship between an increase in women directors and tenure of departing male directors. The unit of observation is company ×$ \times $ year. t=0$ t=0 $ represents the year that the number of women increased by one (two) while the number of men did not increase in the Graphs A and B (C and D). Graphs A and C use data from 1990 through 2009; Graphs B and D restrict the sample to 2010 through 2022. The regression model isTenureMenj,τ=β−2×Tj,τ−2+β0×Tj,τ+0+β1×Tj,τ+1+β2×Tj,τ+2+β3×Tj,τ+3+ηj+λτ+Φj,τ+εj,τ,$$ {TenureMen}_{j,\tau }={\beta}_{-2}\times {T}_{j,\tau -2}+{\beta}_0\times {T}_{j,\tau +0}+{\beta}_1\times {T}_{j,\tau +1}+{\beta}_2\times {T}_{j,\tau +2}+{\beta}_3\times {T}_{j,\tau +3}+{\eta}_j+{\lambda}_{\tau }+{\Phi}_{j,\tau }+{\varepsilon}_{j,\tau }, $$TenureMenj comma tau equals beta minus 2 times Tj comma tau minus 2 plus beta 0 times Tj comma tau plus 0 plus beta 1 times Tj comma tau plus 1 plus beta 2 times Tj comma tau plus 2 plus beta 3 times Tj comma tau plus 3 plus eta j plus lamda tau plus upper Phi j comma tau plus epsilon j comma tau commawhere Tj,τ+k$ {T}_{j,\tau +k} $ is an indicator variable equal to 1 if year τ$ \tau $ represents event time k$ k $ for company j$ j $. The βk$ {\beta}_k $ estimates are what we plot in the figure. TenureMenj,τ$ {TenureMen}_{j,\tau } $ is the average tenure of departing male directors of company j$ j $’s board in year τ$ \tau $, ηj$ {\eta}_j $ are company fixed effects, λτ$ {\lambda}_{\tau } $ are year fixed effects, Φj,τ$ {\Phi}_{j,\tau } $ are firm size category fixed effects for company j$ j $ in year τ$ \tau $ (defined using the same categories as in Figure 1), and εj,τ$ {\varepsilon}_{j,\tau } $ is the error term. Error bars represent 95% confidence intervals around the point estimate, calculated using standard errors clustered at the company level and a Bonferroni adjustment to account for the fact that we are displaying 5 different estimates.FIGURE 8 long description.

Figure 11

TABLE 4 Average Percentage of Newcomer Women and Board Size Around California SB 826TABLE 4 long description.

Figure 12

TABLE 5 Average Percentage of Newcomer Women and Board Size Around the Big Three Institutional Investors’ CampaignsTABLE 5 long description.

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