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financial stability report - Banka Qendrore e Republikës së Kosovës

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Number 3<br />

Financial Stability Report<br />

banks is in accordance with the notion of monopoly, monopolistic competition, or perfect<br />

competition.<br />

A standard regression, known as the Panzar-Rosse model, used for calculating the H-<br />

statistic is a reduced-form revenue equation that takes the following form:<br />

e<br />

i<br />

n<br />

n<br />

0 i i i<br />

<br />

i1<br />

i1<br />

log ( TR ) log w log z error term<br />

(1)<br />

where, i is the index for the firm, TR represents firm’s revenues, w represents a vector of<br />

firm’s input prices and z represents a vector of control variables that affect the firm’s<br />

revenues. In our case, the input prices consist of the price of funds (interest<br />

expenses/deposits), price of labor (personnel expenses/total assets) and price of physical<br />

capital (Other operating expenses/fixed assets). The equation also includes two control<br />

variables (loans/total assets and equity/total assets), which explain the composition of the<br />

structure of total assets and the risk-taking attitude of the banks. The model does not<br />

control for the bank size variable, i.e. total assets, because of the misspecification bias that<br />

the controlling for this variable may cause. The decision not to control for bank size is based<br />

primarily on the critique of Bikker et al. (2009), who claim that the inclusion of total assets<br />

among the control variables causes an upward bias to the Panzar-Rosse H-statistic, since it<br />

transforms the reduced-form revenue equation into a reduced-form price equation.<br />

The Panzar-Rosse equation is estimated using cross-section data for each country and for<br />

each year. The method used for the estimation is a simple Ordinary Least Square (OLS)<br />

method, given that for some of the countries the number of cross-section observations is<br />

small. Since the estimations from this model are going to be used as an explanatory<br />

variable in the second stage model, we are interested on the trend of this variable rather<br />

than on the absolute value. Hence, we ignore any estimation bias that might have resulted<br />

from the use of the OLS method to run our regression.<br />

8.4. The estimation of the impact of banking sector competition on risk-taking<br />

8.4.1 Model and Data description<br />

This section presents the empirical estimation of the impact of banking sector competition<br />

on the loan-loss provisions for 15 CEE transition economies for the period 2002-2009. The<br />

estimation is conducted based on an unbalanced panel of yearly data. The bank-level data<br />

used for this estimation are sourced from the Bureau Van Dijk BankScope database,<br />

whereas the country level data are sourced from the World Bank and the Heritage<br />

Foundation.<br />

The model used to estimate the relationship between competition and risk-taking is<br />

structured as follows:<br />

prov _ loans<br />

hhi _ dep<br />

4<br />

it<br />

it<br />

dv _ country<br />

10<br />

Hstat<br />

rgdpgrowth<br />

it<br />

5<br />

0<br />

<br />

it<br />

1<br />

it<br />

it<br />

ta<br />

3<br />

it<br />

cpi<br />

6<br />

L.<br />

nonint<br />

it<br />

2<br />

it<br />

rule _ law<br />

7<br />

L.<br />

equity _ ta<br />

it<br />

4<br />

it<br />

fin _ freed<br />

8<br />

L.<br />

nim<br />

it<br />

7<br />

it<br />

<br />

dv _ year<br />

9<br />

it<br />

<br />

where, i stands for the bank and t stands for the year.<br />

78 |

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