Abstract
We analyse a sample of significant European financial intermediaries that fall under the Single Supervisory Mechanism, which is part of the existing institutional supervisory architecture of the Eurozone. Theory suggests that herding among financial intermediaries raises cross-sectional correlations and has negative implications for systemic risk. Empirically, herding behaviours are associated with clusters identifying commonalities in asset allocations and risk strategies. By adopting a novel clustering approach, we analyse whether some pre-determined classifications and criteria associated with the current supervisory framework can capture financial intermediaries’ herding behaviour. We find that simple classifications and criteria, which are less likely to be policy-biased, can be more efficient than complex ones when it comes to identifying commonalities posing the highest threats to systemic risk. The findings confirm the need for a macro- rather than micro-prudential approach to financial supervision by highlighting the importance of using a supervisory toolkit that includes indicators with a stronger cross-sectional and network dimension. Our methodology can serve as a final consistency check for quantitative-based classifications and criteria employed by supervisory authorities.
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Notes
We refer to the FIs in our sample as "significant", in line with the official labelling [3].
See the press release at: https://curia.europa.eu/jcms/upload/docs/application/pdf/2017-05/cp170054en.pdf.
More information can be found at: https://www.bis.org/bcbs/gsib/.
The Regulation (EU) No 468/2014 of the ECB, specifically mentions that: “National Competent Authorities are responsible for directly supervising the entities that are less significant, without prejudice to the ECB’s power to decide in specific cases to directly supervise such entities where this is necessary for the consistent application of supervisory standards”.
The consequences of such a behaviour were especially adverse during the 2008/09 crisis because many banks were highly leveraged and heavily reliant on short-term wholesale funding in the run-up to the crisis.
We do not characterise ‘optimal’ behaviour based on first-order conditions in a (general/partial) equilibrium model. Therefore, optimal here denotes ‘best’ or observed strategies.
To ensure potential uniformity, which can be affected by the presence of missing data in Orbis, in some few cases we use as data sources the annual reports of the FIs.
See https://www.bankingsupervision.europa.eu/banking/list/who/html/index.en.html. These types of entities are defined in accordance with Directive 2002/87/EC of the European Parliament and of the Council on financial conglomerates (that include any of the following types: credit institutions, insurance undertakings and/or investment firms).
See EBA stress test details at: https://eba.europa.eu/risk-analysis-and-data/eu-wide-stress-testing/2014 and https://eba.europa.eu/risk-analysis-and-data/eu-wide-stress-testing/2016. We do not use the EBA 2011 stress test exercise because our dataset starts in 2012 and the selection status into the stress test needs to exogenous to the FIs’ inferred behaviour. In fact, after the 2011 stress test, EBA required some banks to reach a 9% capital tier 1 by June 2012.
The full list of primary dealers is available at: https://europa.eu/efc/node/17_en.
These few exceptions might in fact be explained by other empirical findings in the literature regarding the negative impact of the previous EBA stress test exercise from 2011 [31, 40]. After the 2011 exercise, some of the participating banks were given a short time to significantly increase their capital tier 1 ratio until June 2012. Overall, this suggests capital requirements might only have short-term effects.
On average, primary dealers in our sample have assets more than 4 times larger than the rest of FIs.
The Audit report is available at: https://www.eca.europa.eu/Lists/News/NEWS1611_18/SR_SSM_EN.pdf.
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Acknowledgements
We would like to thank the Editor(s) and the anonymous reviewers for helpful comments and suggestions that streamlined the discussions and the analysis presented in the paper. We are also grateful to the participants at the 56th Meeting of the Euro Working Group of Commodities and Financial Modeling (EWGCFM, 2015) in Dubai, and at the 25th Annual Conference of the Multinational Finance Society (2018) in Budapest, as well as to Prof. Konstantinos (Costas) Siriopoulos for his many comments and suggestions. All remaining errors are our own. The codes and the data will be provided upon reasonable requests from researchers.
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This research did not receive any specific grant from funding agencies in the public, commercial, or not-for-profit sectors.
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Appendices
Appendix A
This Appendix presents the estimation results of our clustering analysis along the input dimension. Each table presents on the first column the year of the data drawn from Orbis. On the next three columns, it displays the BIC, Chi-square and p value associated with the identified clusters. The fifth column displays the label of the clusters (e.g. A, B, etc.), while the next columns display the number of FI that belong to each cluster, according to the “exogenous type” which is indicated on the table heading (Tables 2, 3, 4, 5, 6).
Appendix B
This Appendix presents the estimation results of our clustering analysis along the output dimension. Each table presents on the first column the year of the data drawn from Orbis. On the next three columns, it displays the BIC, Chi-square and p value associated with the identified clusters. The fifth column displays the label of the clusters (e.g. A, B, etc.), while the next columns display the number of FI that belong to each cluster, according to the “exogenous type” which is indicated on the table heading (Tables 7, 8, 9, 10, 11).
Appendix C
This Appendix presents the estimation results of our clustering analysis along the risk dimension. Each table presents on the first column the year of the data drawn from Orbis. On the next three columns, it displays the BIC, Chi-square and p value associated with the identified clusters. The fifth column displays the label of the clusters (e.g. A, B, etc.), while the next columns display the number of FI that belong to each cluster, according to the “exogenous type” which is indicated on the table heading (Tables 12, 13, 14, 15, 16).
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Philippas, D., Dragomirescu-Gaina, C., Leontitsis, A. et al. Built-in challenges within the supervisory architecture of the Eurozone. J Bank Regul 24, 15–39 (2023). https://doi.org/10.1057/s41261-021-00183-z
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DOI: https://doi.org/10.1057/s41261-021-00183-z