Sample selection
In the insurance industry, there are single unaffiliated firms and insurance groups. Insurance groups consist of multiple affiliated subsidiaries, which may be domiciled in various locations across the country. Then, it is difficult to determine which subsidiary’s local culture dominantly impacts the group-level decisions. Even if the religious beliefs in the group headquarters may have the primary effects, they might be diluted or dissolved by the conflicting beliefs at the subsidiary level. On the contrary, single unaffiliated insurers operate at a single location. Hence, their headquarters’ local culture should have a measurable influence on corporate decisions. In addition, single unaffiliated insurers tend to be smaller than group insurers. Hence, they may have greater latitude in their corporate decisions; risk attitudes of local clientele are more likely to influence their decisions since their customer base may primarily be local (Kumar et al. 2011). In addition, Baker et al. (2011) claim that systematic differences between large group institutions and other institutions exist, which include customer base, geographic office diversification, investment processes and standardised benchmarking practices. Based on these differences, Kumar et al. (2011) argue that religious beliefs would only influence small and moderate-sized institutions without a complex group-subsidiary structure and they empirically support the speculation in their study. In the same vein, we focus our analysis on single unaffiliated insurance companies.
To answer our research question, whether local religious beliefs impact insurance companies’ risk-taking, we examine the time period leading up to and covering the recent financial crisis. Focusing on the time period surrounding the recent financial crisis ensures that differences in investment risk-taking become more easily measurable as those differences result in decreased asset valuations and realised or unrealised investment losses. Thus, our initial sample consists of all U.S. single unaffiliated life insurance companies in the Best’s Annual Statement File, Life-Health Edition from 2001 to 2010. For some of the risk-taking measures, we need to compute the standard deviations of certain financial statement variables for the past four years. Hence, the year from which all the variables for regression analyses are available is 2004. We apply several sample screening procedures as follows. First, following Berry-Stölzle et al. (2014), we eliminate the insurers that do not primarily write life insurance (life writers) or predominantly write annuities (annuity writers). Life writers are defined as insurers with over two-thirds of net premiums written in life lines of business, and annuity writers are defined as those with over two-thirds of net premiums written in annuity lines of business.Footnote 8 As a result, accident and health insurers are removed from the sample. We then drop the firms predominantly operating as reinsurers. Specifically, we exclude observations if the ratio of reinsurance assumed to the sum of direct premiums written and reinsurance assumed (reinsurance business fraction) has a value above 50%. These screenings leave us with 763 observations or 221 unique insurers. Next, we remove firm-year observations with missing or non-positive total assets, surplus or net premiums written. In addition, we drop insurers with strange reinsurance arrangements. In particular, insurers with a negative reinsurance business fraction are removed. Our final sample comprises 705 firm-year observations or 202 single unaffiliated life insurers for the period 2004–2010. Table OA1 in the Supplementary Material reports the number of observations for each step of the sample selection process.
Religiosity ratios
The data on local religious beliefs are available from the American Religion Data Archive (ARDA), which is jointly sponsored by the Association of Statisticians of American Religious Bodies and the Glenmary Research Center. ARDA data are based on a series of surveys that are conducted approximately every 10 years. Each survey provides the number of congregations and adherents of Judeo-Christian church bodies in each county. In this study, we utilise the surveys conducted in 2000 and 2010, and the numbers of religious groups included are 149 and 236, respectively. Following the prior literature (e.g. Hilary and Hui 2009; Shu et al. 2012), we calculate the Protestant Ratio (Catholic Ratio) of each county. The Protestant Ratio (Catholic Ratio) is defined as the number of adherents of Protestant denominations (Catholic denominations) within the county divided by the county’s total population. Following Kumar et al. (2011), we also define the Catholic-to-Protestant Ratio to capture the relative fractions of Catholics and Protestants in a county. It provides a measure for the sharpest comparison of risk-taking between Catholics and Protestants. Our sample spans from 2004 to 2010, and the religiosity ratios of the survey year 2010 are computed directly. For the non-survey years (2004–2009), we linearly interpolate the religion data in 2000 and 2010 to obtain the values.
To match the county-level religiosity ratios with insurance companies’ financial statement data, we first collect the zip code of the corporate administrative office address from Best’s Insurance Reports, Life-Health Edition. Then, we obtain the county location for each insurer by matching the zip code with the corresponding county using the geographic file from the SAS data library. Finally, we assign the county’s religiosity ratios to the insurer located in that county.
Risk-taking measures
In the insurance literature, Lee et al. (1997) analyse changes in insurance companies’ portfolio composition. Assuming investments in stocks are riskier than in bonds, they interpret an increase in stock holdings and decrease in bond holdings in an insurer’s portfolio as evidence of increased risk-taking. A number of studies focus on stock insurers and construct market risk-taking measures based on asset pricing models (e.g. CAPM and the Fama–French five-factor model) (e.g. Cummins and Harrington 1988; Barinov et al. 2020) or the dividend discount model (e.g. Berry-Stölzle and Xu 2018). For insurance-specific operations, previous proxies for risk-taking behaviour include variance of loss ratio (Lamm-Tennant and Starks 1993) and coefficient of variation (CV) of underwriting leverage and CV of solvency ratio for cross-country analyses (Fields et al. 2012). However, most of these previous studies on insurer risk-taking only examine one type of risk. Previous research (e.g. Ho et al. 2013; Che and Xu 2020; Jia et al. 2020) has advocated the use of multiple measures in order to capture the risks taken by insurers thoroughly. Hence, we employ a high-risk indicator and three different measures to gauge different aspects of risk-taking for life insurers.
Berry-Stölzle et al. (2014) provide evidence that insurers that predominately write annuities have substantially more volatile earnings and capitalisation levels than other life and health insurers. Thus, we employ an annuity writer dummy variable to indicate a relatively high level of risk in terms of business model. We expect that insurers in high-Catholic ratio or low-Protestant ratio areas are more likely to be annuity writers, if Catholics are less risk-averse than Protestants.
An insurer’s investment portfolio consists of various types of assets, and the riskiness of each category of investment varies. For example, stocks and real estate are relatively high-risk investments compared to fixed income securities, cash and short-term investments (Lee et al. 1997). Therefore, the relative weight of risky assets in an insurer’s investment portfolio affects its insolvency risk. Following the literature (Gaver and Pottier 2005), we compute the ratio of investments in equity securities and real estate to cash and total investments to capture asset risk.Footnote 9
In order to measure the investment risk of an insurer, following Ho et al. (2013), we use the standard deviations of the insurance company’s return on investment (ROI). The ROI is defined as the ratio of investment income plus realised capital gains to cash and invested assets.Footnote 10 The standard deviations are computed based on a four-year rolling window.
Lastly, we use the standard deviations of the insurance company’s return on assets (ROA) to measure the overall risk for shareholders or policyholders. This total risk measure reflects the combination of all the aspects of risks taken by insurers and determines insurers’ risk profile (Ho et al. 2013). We define ROA as the ratio of net income to total net admitted assets.Footnote 11 The standard deviations are computed based on a four-year rolling window. Insurer financial statement data are obtained from Best’s Annual Statement File, Life-Health Edition.
Model specification
As discussed in the previous section, annuity writers have more volatile earnings and capitalisation. If Catholics (Protestants) are more (less) tolerant towards risks, we would expect annuity writers to be more (less) likely to be headquartered in high-Catholic (Protestant) ratio regions. To test this prediction, we estimate a multi-period logit regression of an annuity writer indicator on local religiosity ratios and various county-level and state-level demographic characteristics:
$$ Annuity \, Writer_{i,t} \, = \,\alpha_{0} \, + \,\alpha_{1} {{Re}}ligiosity\,Ratio_{i,t} \, + \,\alpha^{j} Demo_{j,i,t} \, + \,\alpha^{l} Year_{l,i,t} \, + \,u_{i,t} , $$
(1)
where Annuity Writer is a dummy variable that takes the value of one if insurer i has more than two-thirds of the total net premiums written in annuity lines of business in year t, and zero otherwise. ReligiosityRatio includes the three religiosity variables, namely Catholic-to-Protestant Ratio, Catholic Ratio and Protestant Ratio, where we use only one at a time in each regression.Footnote 12Demo is a vector consisting of demographic variables—Age, Education, Income, Population, Minority, Married, MaletoFemale, Population Density and the Dependency Ratio. Year fixed effects are included, and u is the error term. We control for county-level demographic variables to ensure that the impacts attributed to religion truly reveal the effects of the predominant local religion, as opposed to other socio-economic aspects that may be correlated with religious beliefs. We include the state-level dependency ratio to control for differences in the demand for annuities across states. Standard errors are corrected for two-way clustering by firm and by year.Footnote 13
Next, we investigate the effects of local religious beliefs on insurers’ risk-taking behaviour, controlling for both firm-level and county-level characteristics. The model specification is as follows:
$${Risk}{\text{-}}{taking}_{{i,t}} \, = \,\alpha _{0} \, + \,\alpha _{1} \text{Re} ligiosity\,Ratio_{{i,t}} \, + \,\alpha ^{j} Insurer_{{j,i,t}} \, + \,\alpha ^{k} Demo_{{k,i,t}} \, + \,\alpha ^{l} Year_{{l,i,t}} \, + \,u_{{i,t}} ,$$
(2)
where Risk-taking represents the three risk measures defined earlier: asset risk, investment risk and total risk for insurer i in year t. ReligiosityRatio stands for the three religiosity measures, namely Catholic-to-Protestant Ratio, Catholic Ratio and Protestant Ratio. We expect the Catholic-to-Protestant Ratio and Catholic Ratio to be positively associated and Protestant Ratio to be negatively related to the risk-taking measures. Insurer is a vector of firm-level control variables, including an indicator equal to 1 if the firm is licenced in the state of New York and the number of states the insurer is licenced in to control for differences in the stringency of state regulation,Footnote 14 firm size, capital-to-assets ratio, net premium growth, reinsurance use, geographic Herfindahl–Hirschman Index (HHI), as well as indicator variables of mutual insurer, stock insurer, annuity writer, life writer and publicly-traded insurer. Demo is a vector of county-level demographic characteristics including Population Age, Education, Income, Population, Minority, Married, MaletoFemale and Population Density, as well as the state-level Dependency Ratio. The model also includes year fixed effects to control for potential heterogeneity in risk-taking behaviour over time. Finally, u is the error term. We use a tobit model with upper and lower bounds and one-way robust standard errors corrected for firm-level clustering to study asset risk-taking.Footnote 15 Regressions on investment risk and total risk are estimated using pooled ordinary least squares (OLS) with standard errors corrected for two-way clustering by firm and by year.Footnote 16 We perform regressions separately on asset risk, investment risk, and total risk for all sample insurers, insurers that primarily write annuities, and those that primarily write life business, respectively.
The firm-specific control variables included in the model are coded as follows. Firm size is measured by the natural logarithm of total net admitted assets. The capital-to-assets ratio is calculated as the fraction of total capital and surplus to total net admitted assets. Net premium growth is measured as the change of net premiums written from the previous year divided by the previous year’s net premiums written. Reinsurance use is constructed as the percentage of reinsurance ceded to the sum of direct premiums written and reinsurance assumed. Since a reinsurance use ratio outside the range of 0 and 1 is unreasonable, we winsorise the ratio at 0 and 1. Geographic HHI is measured as Σ (DBi / TDB)2, where DBi is the value of total direct premiums and annuity considerations in state i, and TDB is the insurer’s total direct premiums and annuity considerations across the U.S. In order to control for heterogeneities in risk-taking that might arise from differences across organisational forms, we include the mutual and stock insurer dummy variables and the omitted category is other organisational forms. The annuity writer or life writer indicator is also added to address the distinct risk-taking behaviour due to the different business models for insurers that primarily write annuity business and those that primarily write life business. In addition, we include an indicator of whether an insurer is publicly-traded to control for the differences in risk-taking between public and private insurers.
We obtain the county-level demographic data from the U.S. Census Bureau, which include the median age of the county population (Population Age), the fraction of highly educated people (bachelor’s degree or higher) in the population that are 25 years or older (Education), the per capita personal income (Income), the county’s total population (Population), the fraction of the minority population that is not non-Hispanic White alone (Minority), the ratio of married households to the total number of households (Married), the ratio of the male population to the female population (MaletoFemale) and the total population of a county divided by the county’s area (Population Density).