Banking and Interbank Markets.

Lead Research Organisation: University of Oxford
Department Name: Said Business School

Abstract

Starting from the stylized fact that banks hold capital ratios in excess of the regulatory minimum capital requirement, this report examines the determinants of banks' capital ratio in Germany from an internal balance sheet perspective. It borrows heavily from the empirical banking and corporate finance literature in choosing cost and revenue variables that affect the trade-off which banks face in setting their optimal capital ratio. A vast panel dataset comprising balance sheet and income statement metrics of all German banks obtained from the reporting system of Deutsche Bundesbank allows for a comprehensive analysis of each of the three bank pillars in Germany: cooperative banks, savings banks and all other commercial banks.
As the preliminary descriptive analysis shows, on average, other banks have a consistently higher capital ratio than cooperative and savings banks. Yet, cooperative and savings banks are more homogenous in their level of the capital ratio than all other banks. This dichotomy between cooperative and savings banks on the one hand and other banks on the other hand is reflected in the estimation results of the static fixed effects model. The findings suggest that larger, less profitable and less forward-looking cooperative banks and savings banks, which rely more on deposits, are more invested with collateral and issue more subordinated debt, tend to hold a lower capital ratio, ceteris paribus. Profitability appears to be an important determinant of cooperative banks' capital ratio as expected from their common practice of retaining profits (Gewinnthesaurierung). The results remain robust with respect to the definition of profitability. In the case of savings banks, profitability however only significantly impacts savings banks' capital ratio when proxied by post-tax net profit to total assets. Most of the variation in the capital ratio of both cooperative banks and savings banks is explained by bank-specific time-invariant fixed effects.
The expected determinants of banks' capital ratio have much weaker joint explanatory power when other banks are considered. Risk and collateral do not significantly affect the capital ratio of other banks. Market funding exerts a disciplining influence on their capital management.
The more profitable other banks are the lower their capital ratio is predicted to be. Robustness checks with respect to different measures of the capital ratio and of ex post risk proxies corroborate these findings. The results are moreover invariant to the estimation techniques and controls employed in the static model, i.e. with and without bank FE, time FE and statetime FE.
Despite its simplicity vis-à-vis more complex dynamic panel data models, the static FE model is able to explain differences in capital ratios based on four factors. First, bank specific timeinvariant fixed effects as measured by the rho statistic constitute the main driver behind varying capital ratios. Second, bank (pillar) specific time-variant variables derived from the balance sheet and income statement have significant explanatory power in the case of cooperative and savings banks. Third, time fixed effects, supported by Wald-tests of joint significance and a higher LF, significantly improve the model fit. Finally, state-time fixed effects control for further variation between banks as evidenced by the higher LF when state-time interactions are included. Together these findings imply that banks' choice of optimal capital ratio is much more idiosyncratic than expected. Future data mining activities could possibly yield better balance sheet proxies for the determinants that capture more of the variation between and across bank pillars.
Note also that FE estimation is not superior to the more complex system-GMM estimation. The latter may be able to capture important dynamics in banks' capital adequacy management.

Publications

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Studentship Projects

Project Reference Relationship Related To Start End Student Name
ES/P000649/1 01/10/2017 30/09/2027
1923727 Studentship ES/P000649/1 01/10/2017 30/09/2020 Tatjana Schulze
 
Description This project set out to investigate whether central banks should pursue financial stability objectives above and beyond their traditional monetary policy mandate of exclusively stabilizing inflation and economic activity. The Global Financial Crisis (GFC) in 2008 triggered a paradigm shift for both monetary authorities and regulators. The former came to acknowledge the unprecedented role of a stable financial system in guaranteeing structural stability. The latter recognized in particular the systemic nature of financial fragility. It highlighted the need to improve macroprudential policy instruments in order to mitigate risks like default. The project therefore examines how this potential shift from a de jure dual mandate to a de facto "ternary mandate" affects optimal monetary policy and policy outcomes in the financial intermediation sector and the private sector. In light of the recent prolonged zero interest rate environment, it is of particular interest to examine how and if policy objectives drive interest rates away from the "zero lower bound" (ZLB) on interest rates. A monetary general equilibrium (GE) model with incomplete markets and default is used to study the decision of a consolidated monetary and regulatory authority (i.e. the central bank) to lift the future monetary policy rate from the ZLB. The central bank takes into account its monetary policy objectives -- preserving price and output stability -- as well as financial stability.
The main result is summarized as follows: A lift-off from the ZLB exacerbates default but mitigates default-induced deflation when the central bank has control over one instrument for each policy objective. A dual mandate without considering financial stability concerns increases the variance in targeted policy outcomes across states of nature. Pursuing financial stability objectives on top of the dual mandate makes optimal monetary policy less pro-cyclical in the model. The contested argument that interest rates should be raised from the ZLB to restore bank profitability does not obtain in the simulations. Bank profits fall as the economy moves away from the ZLB since the increase in interest rates dampens aggregate demand for credit in the economy and worsens losses due to default.
Overall, the results highlight that is it pivotal for central banks to take into account the potential complementarities between monetary policy and financial regulation as well as the effect that their actions have on the stability of the financial system via the default channel.
Exploitation Route The outcomes of this project inform the debate on the optimal design of monetary policy frameworks of central banks and the policy coordination between monetary authorities and regulators. They add to the view that central banks should closely monitor the build-up of financial imbalances in the credit sector and adjust their monetary policy (via the interest rate) accordingly. Moreover, the outcomes suggest that central banks and financial regulators should carefully coordinate changes in their policies so as to optimize the overall effect of these policies (e.g. interest rates, capital ratios) on the stability of the financial system and the macroeconomy.
Sectors Financial Services, and Management Consultancy,Government, Democracy and Justice,Other

 
Description The non-academic impact is quite indirect. The project's methodology has been applied to a project with the Mexican central bank, Banco de México, in the context of emerging market economies. Project outcomes were presented at the Mexican central bank and a report was submitted. The extent to which the results may inform policy decisions of the governing council cannot be measured, but a subtle impact on experts' opinions may have materialized nevertheless.
First Year Of Impact 2019
Sector Government, Democracy and Justice
Impact Types Policy & public services

 
Title A general equilibrium model with incomplete markets (GEI), collateral default, and an autonomous central bank 
Description Augmenting an otherwise standard banking model by the central bank's optimization problem renders the search for a general equilibrium solution substantially more complex. This complexity stems from two interrelated issues. First, the central bank maximizes its objectives subject to setting the policy rate. However, the policy rate only indirectly affects the central bank's objectives via other variables determined in equilibrium. Second, the model setup does not allow for closed-form analytical equilibrium solutions to all endogenous variables. It is extremely difficult, if not impossible, to derive equations for prices and allocations in terms of the policy rate and exogenous parameters only. To the best of our knowledge, no previous paper has analytically derived optimality conditions for a central bank that endogenously depend on the policy rate and a macroprudential instrument without resorting to reduced form equations in infinite horizon models. We circumvent this analytical problem by designing a two-step numerical solution method. We first retrieve numerical starting values for partial derivatives in the central bank's first order conditions by deriving a set of envelope conditions with respect to each control variable. Using these starting values and the system of equilibrium conditions as well as envelope conditions, we numerically obtain a general equilibrium under constrained central bank optimization. Envelope Condition Methods (ECM) have for example been designed for dynamic programming problems in the context of large-scale macroeconomic models. 
Type Of Material Computer model/algorithm 
Year Produced 2019 
Provided To Others? No  
Impact The model framework and numerical solution method allow us to solve for the optimal policies that a central bank achieves by maximizing its own objective function subject to its balance sheet constraint. As such, the model is amenable to being extended to other policy objectives, policy instruments, and financial assets.