BANKING · Quantitative Banking
FP7 — People (Marie Curie Actions)
- Duration
- 2014-04-01 → 2018-03-31
- EU contribution
- €100,000
- Participants
- 1
- Scheme
- MC-CIG
Lines connect the coordinator with its partners.
Results in brief
Quantitative Banking
The main goal of the research proposal was to construct usable quantitative models to analyze bank behavior both in the cross section and over the business cycle in the presence of different regulatory frameworks with regards to capital requirements. The goal was to understand the differential effects of different bank capital requirements on loan supply, bank leverage choices and bank defaults both in the cross section and over time. The topic is very important because many changes in bank capital requirements have taken place but to date there is no unanimity on how to quantitatively evaluate the effect of these important policy changes. After the global financial crisis, wide calls have been made to require banks to hold higher equity buffers. These buffers can then be relied upon to smooth unforeseen bad loan contingencies and prevent bank defaults. But what should the right level of capital requirements be? And should this level be different whether risk-weighted or unweighted leverage requirements are being changed? To address these questions we estimate a dynamic structural banking model to examine the interaction between risk-weighted capital adequacy and unweighted leverage requirements, their differential impact on bank lending, and equity buffer accumulation in excess of regulatory minima. Tighter risk-weighted capital requirements reduce loan supply and lead to an endogenous fall in bank profitability, reducing bank incentives to accumulate equity buffers and, therefore, increasing the incidence of bank failure. Tighter leverage requirements, on the other hand, increase lending, preserve bank charter value and incentives to accumulate equity buffers, therefore leading to lower bank failure rates. The results might seem counter intuitive at first in the sense that a higher capital requirement could, under certain conditions, lead to higher, rather than lower, bank defaults. Nevertheless, the economic logic is not surprising. Given background risks held constant (from bad bank loans or liquidity shocks, for example), a tighter capital requirement will make the bank safer only if the bank saves more than the extent to which the capital requirement is tightened. The paper shows that this does not always happen and therefore quantitative and empirically grounded models can help provide real time answers to such questions. Progress and Results Progress on the initial plan has been good during the grant period. In the first grant period the data were collected and the model numerically solved. In the second part of the period the model was estimated, a paper written and the paper has been presented in top international conferences like the Econometric Society conference in 2016, the NBER Summer Institute in July 2016, and the European Finance Association meeting in 2017. The paper from this project has been conditionally accepted in August 2018 in Financial Management for a special issue on financial regulation. Potential Impact Understanding quantitatively how to set optimal capital requirements using empirically relevant banking models remains an important research topic. The model we have developed provides one approach to address this issue. I am optimistic that the extensions can provide a useful contribution that can help guide policy makers and academic researchers on the right level of complexity that might be needed to make correct policy choices in real time and under stress scenario situations.
Data: CORDIS, © European Union
Project objective
This is a quantitative study of banking behaviour in both partial and general equilibrium settings with incomplete markets. Despite the importance of banks and the possibility of banking defaults in a crisis, there exists little work studying bank behaviour in a quantitative setting. Using micro data from banks’ balance sheets, we establish stylized facts about individual bank behaviour. At the cross sectional level, more leveraged banks are more likely to default, larger banks (by asset size) are more leveraged, have lower equity as a share of deposits and rely more heavily on the federal funds market to finance new loans. At the time series (aggregate) level, problem loans rise in a recession and are negatively correlated with new loan growth, the aggregate default rate is strongly countercyclical, while banks face substantial idiosyncratic (background) risk in the form of liquidity shocks through deposit changes and problem loans. We propose to build different quantitative models to understand these facts. The bank faces realistic aggregate and idiosyncratic risks in the form of problem loan processes and deposit growth. At the same time the bank faces realistic regulatory constraints like a leverage constraint. The bank chooses whether to default or not. If the bank does not default, then the bank chooses the amount of new loans to make, the amount of liquid securities to hold and the amount of borrowing on the interbank market. The model is calibrated, solved and simulated to generate predictions close to its empirical counterparts. Interesting counterfactuals given this setup include increasing core tier-I capital ratios from 8% to 9%. Another interesting counterfactual involves new loans funding when the interbank market freezes. The modelling perspective opens up a substantial number of issues that can be addressed in a quantitative setting: comparing different recapitalization methods, optimal regulatory responses and optimal central bank policy
Original text from CORDIS.
Participants
- IMPERIAL COLLEGE OF SCIENCE TECHNOLOGY AND MEDICINE · LondonCoordinatorUnited Kingdom
Links
Data: CORDIS, © European Union
