Banks in Turkey are divided into three groups: deposit, participation, development, and investment. Development and investment banks do not accept deposits and do not compete with other banks. Participation banks, on the other hand, operate on a profit and loss basis and operate on a different basis than deposit banks. At the same time, the number of branches of participation and development and investment banks on a provincial basis is only available for the last year (2021). In this context, the study analyzes 17 deposit banks that accept deposits, compete with other banks, operate on the same basis, and whose branch numbers in all provinces are available. In addition, this deposit banks have a significant share of 86% in the Turkish banking sector according to the total assets of the banking sector as of March 2023 and are in an important position in economic and technological terms (BAT, 2023). Investigating the competitive factors affecting the risk and performance of these banks may be useful for banks and financial regulators in terms of preparing for possible crises.
The Turkish banking sector data between 2012 and 2021 used in the study were obtained from the Banks Association of Turkey (BAT) and FinNet database and are assumed to be up-to-date and accurate. Since the data for 2022 had not yet been published at the time of the application part of the study, the year 2022 was not included in the analysis. The data set was created with the data of 35 deposit banks operating in the Turkish banking sector, but the data of some banks were excluded from the data set due to lack of data. After the banks were excluded from the data set, the analysis was carried out with the data of 17 banks in total. The data set of our study, in which we examine the relationship between risk and performance of banks with multimarket contact, consists of annual data obtained from the December issues published by the BAT between 2012 and 2021, and a total of 10 periods of data are analyzed. As can be seen in Figure 2, the multimarket contact indices were not affected by the Covid-19 pandemic in 2020 and 2021. Therefore, the Covid-19 pandemic is not taken into account in the analysis.
Figure 1. and Figure 2. respectively show the development of the number of branches in the Turkish banking system and the average multi-market contact in the Turkish banking system in the 2012-2021 period.
MMC1 refers to the similarity of competing banks, MMC2 refers to the proportion competing in the same market, and MMC3 refers to the size of competitors, and these are indicators of the multimarket contact. For Turkish deposit banks, the evolution of these indicators for 2012-2021 is presented in Figure 2.
Regarding multimarket contact (MMC1 and MMC2), there was an increase during the 2012-2014 period and a downward trend from 2014 onwards. The increase and decrease in multimarket contact is accompanied by changes in bank branches over the same period.
In the models constructed in the study, bank-specific variables were used along with one main explanatory variable (multimarket contact measure). In the selection of variables, micro indicators that are expected to affect banks were utilized. Return on assets, return on equity, return on equity, return on interest, bankruptcy risk, and asset quality are used as dependent variables; MMC1, MMC2, and MMC3 indices are used as independent variables, and non-interest income diversification index, bank size, capital adequacy and number of employees are used as control variables. For the MMC variable used in the analysis, there are three ways of calculating MMC1, which is calculated by dividing the total number of contacts of a bank by the number of banks it encounters in a particular market, MMC2, which takes into account the similarity between two banks in terms of market shares, and MMC3, which takes into account competitors in terms of size. Two additional measures of the multimarket contact, MMC2 and MMC3, are used to test the robustness of the results. An increase in the values of these variables indicates that the banks in question are exposed to more markets. In the study, the multimarket contact calculated by all three methods is used as an independent variable in separate models. Therefore, 15 models were constructed in total. The models were developed within the framework of the scope and purpose of the study, and the impact of multimarket contact on bank risk and performance was tried to be investigated.
In the broader literature, the multimarket contact is expected to negatively affect banks' performance and risk levels (Degl'Innocenti et al. 2014; Kasman and Kasman 2016; Dao et al. 2021). This is because, over the last two decades, the banking systems of most countries have undergone significant structural changes due to deregulation (or liberalization) practices and the diffusion of new banking technologies. Technological developments have been adapted for use by banks and mobile banking has become widely accepted. Thus, the majority of transactions carried out in bank branches have started to be carried out through mobile banking. This has negatively affected the multimarket contact. The diversification index used in the model, HHI, bank size, capital adequacy, and number of employees are expected to positively affect bank performance and risk levels.
We use model (1) to examine the impact of multimarket contact on bank risk and performance as follows:
We use the performance indicator return on assets (ROA) as the dependent variable. We also use two other performance indicators to control for soundness: Net interest margin (NIM) and return on equity (ROE) (Hoang et al. 2021). As risk variables, we use the risk of bankruptcy (Z-Score) and asset quality (NPL) as dependent variables. The dynamic model was generated taking into account the studies of Wintoki, Linck and Netter (2012) and Muchtar et al. (2018).
Herfindahl-Hirschman Index (HHI - Non-Interest Income Diversification), bank size (SIZE), and Capital adequacy (CAR) calculated as the ratio of shareholders' equity to total assets and number of employees (PERS) were used as bank-specific variables. HHI is calculated as follows:
Where NON is the sum of COM, TRD, OTOP. COM is net fee and commission ıncome, TRD is net trade ıncome, OTOP is income from other operations. The independent variables MMC1 is weighted by the similarity of the banks, MMC2 is weighted by the rate of competition in the same market and MMC3 is weighted by the size of the competitors. Its detailed measurement is given in the Appendix. An increase in the values of the MMC1, MMC2, and MMC3 indices, which are indicators of multimarket contact, suggests that these banks are exposed to more markets and engage in more intense competition. Table I presents descriptive statistics for the variables included in the models.
Table I. Descriptive Statistics
Variables
|
Mean
|
Median
|
Standard Deviation
|
Minimum
|
Maximum
|
Return on Assets (ROA)
|
1.093
|
1.199
|
0.735
|
-2.210
|
2.603
|
Return on Equity (ROE)
|
11.235
|
12.559
|
6.768
|
-31.424
|
24.760
|
Return on Interest (NIM)
|
0.162
|
0.044
|
0.508
|
0.015
|
2.783
|
Insolvency Risk (Z-score)
|
5.516
|
4.179
|
5.949
|
-1.430
|
64.876
|
Asset Quality (NPL)
|
0.043
|
0.039
|
0.0218
|
0.005
|
0.148
|
Multimarket Contact (MMC1)
|
27.530
|
32.654
|
11.085
|
4.731
|
40.192
|
Multimarket Contact (MMC2)
|
25.881
|
30.682
|
10.153
|
4.656
|
38.277
|
Multimarket Contact (MMC3)
|
1.421
|
0.95
|
1.081
|
0.038
|
2.933
|
Herfindahl–Hirschman Index (HHI)
|
0.554
|
0.538
|
0.115
|
0.341
|
0.933
|
Bank Size (SIZE)
|
10.045
|
10.816
|
2.292
|
3.591
|
12.174
|
Number of Personnel (PERS)
|
3.832
|
4.079
|
0.488
|
2.787
|
4.410
|
Capital Adequacy (CAR)
|
0.16
|
0.152
|
0.025
|
0.121
|
0.256
|
Within the scope of the study, there are 170 observations for each variable in the annual periods between 2012 and 2021 for deposit banks operating in Turkey. Return on assets (ROA) average is 1.093, return on equity (ROE) average is 11.235, return on interest (NIM) average is 0.162, bankruptcy risk (Z-score) average is 5.516 and asset quality (NPL) average is 0.043. MMC1, MMC2, 25.881 and MMC3, which are the basis of the research, are found to be 27.530, 25.881 and 1.419, respectively. The MMC1 index ranges from one to the total number of local markets. Theoretically, if a bank has a monopoly in the markets in which it operates, the minimum is zero and the maximum is the number of provinces provided that all banks meet in all markets (provinces). As of 2021, there are 81 provinces in Turkey. The MMC2 index is weighted by an index that measures their similarity (in terms of market share) in all provinces where they meet. The second (weighted) measure of the multimarket contact, the MMC3 index, takes into account the size of competitors. In this context, the MMC2 and MMC3 indices act as robustness checks for the MMC1 index and the multimarket contact indicator values differ from each other. HHI, which indicates the diversity of non-interest income, is calculated as 0.554 on average. Bank size (SIZE) is 10.045, logarithm of headcount (PERS) is 3.832 and capital adequacy (CAR) is 0.160. Table II presents the correlation matrix between independent variables.
Table II. Correlation Matrix between Independent Variables
Correlation matrix for the models for MMC1
|
MMC1
|
HHI
|
SIZE
|
PERS
|
CAR
|
MMC1
|
1.000
|
|
|
|
|
HHI
|
0.033
|
1.000
|
|
|
|
SIZE
|
0.142
|
0.094
|
1.000
|
|
|
PERS
|
0.470
|
0.227
|
0.209
|
1.000
|
|
CAR
|
-0.080
|
-0.016
|
0.128
|
-0.226
|
1.000
|
Correlation matrix for the models for MMC2
|
MMC2
|
HHI
|
SIZE
|
PERS
|
CAR
|
MMC2
|
1.000
|
|
|
|
|
HHI
|
0.036
|
1.000
|
|
|
|
SIZE
|
0.134
|
0.094
|
1.000
|
|
|
PERS
|
0.443
|
0.227
|
0.209
|
1.000
|
|
CAR
|
-0.088
|
-0.016
|
0.128
|
-0.226
|
1.000
|
Correlation matrix for the models for MMC3
|
MMC3
|
HHI
|
SIZE
|
PERS
|
CAR
|
MMC3
|
1.000
|
|
|
|
|
HHI
|
-0.012
|
1.000
|
|
|
|
SIZE
|
0.134
|
0.094
|
1.000
|
|
|
PERS
|
0.535
|
0.227
|
0.209
|
1.000
|
|
CAR
|
-0.118
|
-0.016
|
0.128
|
-0.226
|
1.000
|
According to this analysis, no multicollinearity problem was found between the variables. All values in Table II. are below 90%, therefore, it is concluded that there is no multicollinearity problem among the independent variables used in the analysis.