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Erschienen in: Journal of Economics and Finance 1/2018

04.05.2017

The effects of income and population demographics on single-county bank performance

verfasst von: Ken B. Cyree, Brandon C. L. Morris

Erschienen in: Journal of Economics and Finance | Ausgabe 1/2018

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Abstract

We investigate the role market demographics play in determining the accounting performance of banks. Specifically, we study the effect of wealth and population to determine if these market factors drive performance, or if performance is related only to bank-specific variables. Using a sample of single-county banks, we find that market demographics play an important role in determining bank performance. Our univariate findings show banks that operate in low population counties outperform those in high population counties. We also show the lowest performing group of banks operates in counties characterized by high population and high income. Our multivariate tests confirm that as county-level population decreases, bank performance increases. Moreover, we observe a significant low-income advantage after controlling for other determinants of profitability. We also find that low population levels significantly mitigate the negative effects of the 2008 financial crisis for small, single-county banks.

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Fußnoten
1
Population density was also used, although it largely had no influence on deposit rates. The authors explained that this was likely due to the market fixed-effect regressors causing the variable to measure the change in population density, which is normally small. Therefore, we do not include population density as a variable in our study.
 
2
The Inter-University Consortium for Political and Social Research (ICPSR) provides a rich data set that contains an array of county characteristics by which researchers can investigate contextual influences at the county level. Data describing age, sex, and race demographics, crime rates, government distributions, employment statistics, and similar variables from several government agencies have been compiled into one useable data set covering the sample period 2000–2007. We use only county land area from this database, which does not change throughout our study period, and therefore we use the land area data across our entire sample period.
 
3
Our primary sample included only single-county banks, although the deposit Herfindahl is computed using both single-county banks and multi-county banks to provide an accurate description of competition in each county. We use total deposits for all banks in the county, consistent with most banking studies. We do not use multi-county banks in our sample because we cannot decompose ROA to the county level with SOD and call report data. Our Herfindahl is scaled so that its value ranges from 0 to 1, rather than from 0 to 10,000. It is computed for each county (i) for each year (t), using all unique bank deposits (j):
$$ {HHI}_{it}=\sum_{j=1}^N{Deposits}_{j it}^2 $$
 
4
In addition, for robustness we also estimated models using Net Interest Margin (NIM) and Net Non-interest margin (NNIM) as performance measures and found little to no relation with our population or income variables. NIM was correlated with ROA with a 0.261 Pearson Correlation Coefficient, and NNIM was correlated at 0.109. Given their weak correlation with the traditional measure of ROA, and their lack of explanatory power, we do not present these results. We thank an anonymous referee for suggesting this specification to investigate the relation between the sources of bank income and population and income.
 
5
We use the Allowance for Loan and Lease Losses (ALLL) for a measure of future losses and the Provision for Loan and Lease Losses (PLLL) that we term “Credit Losses’ to measure actual current losses. These two measures are positively correlated, but in our regression models have very low variance inflation factors below one, thus we keep each in the models to account for both current and expected risk of the lending portfolio.
 
6
We use the classification scheme provided by the National Center for Health Statistics when labeling counties as urban or rural and is available at: http://​www.​cdc.​gov/​nchs/​data_​access/​urban_​rural.​htm.
 
7
Our primary results do not substantially change by using GLS fixed effects models. Both county population and county income estimates remain negative and statistically significant at the 1% level.
 
8
HP-HI ROA = −0.0386%, average firm ROA = 0.786%, therefore −0.0386/0.786 = −0.049. And 0.0314/1.025 = −0.306.
 
9
We thank an anonymous referee for these suggestions. We do not present the tables here, but they are available upon request.
 
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Metadaten
Titel
The effects of income and population demographics on single-county bank performance
verfasst von
Ken B. Cyree
Brandon C. L. Morris
Publikationsdatum
04.05.2017
Verlag
Springer US
Erschienen in
Journal of Economics and Finance / Ausgabe 1/2018
Print ISSN: 1055-0925
Elektronische ISSN: 1938-9744
DOI
https://doi.org/10.1007/s12197-017-9392-z

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