Cross-sectional modeling of bank deposits

Abstract

The dynamics of liquidity risk is an important issue in what concerns banks’ activity. It can be approached by studying the evolution of banks’ clients deposits in order to mitigate the probability of bankruptcy and to efficiently manage banks’ resources. A sound liquidity risk model is also an important component of any liquidity stress testing methodology. In this research1, we aim to develop a model that can help banks to properly manage their activity, by explaining the evolution of clients deposits throughout time. For this purpose, we considered the momentum, a frequently used tool in finance that helps to clarify observed trends. Therefore, we obtained an AR(2) model that was then used to simulate trajectories, through the use of the R software, for possible evolutions of the deposits. Another feature that we pondered was panel data. By considering different banks in our sample, the simulations would generate varied trajectories, including both good and bad scenarios, which is useful for stress testing purposes. The mostly referred model in the literature is the AR(1) model with only one time series, which often does not generate distress episodes. In order to validate our model we had to perform several tests, including to the normality and autocorrelation of the residuals of our model. Furthermore, we considered the most used model in the literature for comparison with two different individual banks. We simulated trajectories for all cases and evaluated them through the use of indicators such as the Maximum Drawdown and density plots. When simulating trajectories for banks’ deposits, the panel data model gives more realistic scenarios, including episodes of financial distress, showing much higher drawdowns and density plots that present a wide range of possible values, corresponding to booms and financial crises. Therefore, our methodology is more suitable for planning the management of banks’ resources, as well as for conducting liquidity stress tests

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