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2013
This paper first highlights how fragile are the main measures of systemic risk of financial institutions and, secondly, proposes a simple correction to address this drawback linked to model errors of such measures. We show that main quantitative systemic risk measures are indeed very linked to extreme quantiles and that the ranking in terms of systemic risk importance highly depends upon the adopted measure, and, finally, that systemic risk measures are very sensitive to measurement errors. Following the approach of Boucher et al. (2013), we then propose a model risk correction to stabilize and reconciliate main systemic risk firm rankings. Our results finally suggest that the riskiness of risk measures is crucial for the sake of the fairness and the global financial system stability.
Annals of Finance
The general consensus on the need to enhance the resilience of the financial system has led to the imposition of higher capital requirements for certain institutions, supposedly based on their contribution to systemic risk. Global Systemically Important Banks (G-SIBs) are divided into buckets based on their required additional capital buffers ranging from 1% to 3.5%. We measure the marginal contribution to systemic risk of 26 G-SIBs using the Distressed Insurance Premium methodology proposed by Huang et al. (J Bank Financ 33:2036–2049, 2009) and examine ranking consistency with that using the SRISK of Acharya et al. (Am Econ Rev 102:59–64, 2012). We then compare the bucketing using the two academic approaches and supervisory buckets. Because it leads to capital surcharges, bucketing should be consistent, irrespective of methodology. Instead, discrepancies in the allocation between buckets emerge and this suggests the complementary use of other methodologies.
Systemic risk refers to the risk that the financial system is susceptible to failures due to the characteristics of the system itself. The tremendous cost of this type of risk requires the design and implementation of tools for the efficient macroprudential regulation of financial institutions. The current paper proposes a novel approach to measuring systemic risk. Key to our construction is a rigorous derivation of systemic risk measures from the structure of the underlying system and the objectives of a financial regulator. The suggested systemic risk measures express systemic risk in terms of capital endowments of the financial firms. Their definition requires two ingredients: first, a cash flow or value model that assigns to the capital allocations of the entities in the system a relevant stochastic outcome. The second ingredient is an acceptability criterion, i.e. a set of random variables that identifies those outcomes that are acceptable from the point of view of a regulatory authority. Systemic risk is measured by the set of allocations of additional capital that lead to acceptable outcomes. The resulting systemic risk measures are set-valued and can be studied using methods from set-valued convex analysis. At the same time, they can easily be applied to the regulation of financial institutions in practice. We explain the conceptual framework and the definition of systemic risk measures, provide an algorithm for their computation, and illustrate their application in numerical case studies. We apply our methodology to systemic risk aggregation as described in Chen, Iyengar & Moallemi (2013) and to network models as suggested in the seminal paper of Eisenberg & Noe (2001), see also Cifuentes, Shin & Ferrucci (2005), Rogers & Veraart (2013), and Awiszus & Weber (2015).
2018
Financial instability can lead to financial crises due to its spillover effects to other parts of the economy. Having an accurate measure of systemic risk gives academicians and policy makers the ability to make proper policies in order to predict systemic risks in advance and prevent a financial crisis as soon as warning signals indicate a possible economic disaster. For the purpose of this study the works of past researchers have been analyzed to study the effectiveness of various measures of systemic risk based on market data. Several experts have undergone systematic studies related to this area and have quantified the aggregate level of systemic risk in the economy. The results show that each measure predicts the systemic risk significantly. However each measure suffers its own set of limitations. SRISK, MES and CCA are more accurate in comparison to CoVaR, Granger Causality for identifying systemically important financial institutions.
SSRN Electronic Journal, 2014
An emerging literature proposes using conditional value at risk (CoVaR) and marginal expected shortfall (MES) to measure financial institution systemic risk. We identify two weaknesses in this literature: (1) it lacks formal statistical hypothesis tests; and, (2) it confounds systemic and systematic risk. We address these weaknesses by introducing a null hypothesis that stock returns are normally distributed. This allows us to separate systemic from systematic risk and construct hypothesis tests for the presence of systemic risk. We calculate the sampling distribution of these new test statistics and apply our tests to daily stock returns data over the period 2006-2007. The null hypothesis is rejected in many instances, consistent with tail dependence and systemic risk but the CoVaR and MES tests often disagree about which firms are potentially "systemic." The highly restrictive nature of the null hypothesis and the wide range of firms identified as systemic makes us reluctant to interpret rejections as clear evidence of systemic risk. The introduction of hypothesis testing is our primary contribution, and the results highlight the importance of generalizing the approach to less restrictive stock return processes and to other systemic risk measures derived from return data.
Folia Oeconomica Stetinensia, 2014
We measure a systemic risk faced by European banking sectors using the
SSRN Electronic Journal, 2017
The general consensus on the need to enhance the resilience of the financial system has led to the imposition of higher capital requirements for certain institutions, supposedly based on their contribution to systemic risk. Global Systemically Important Banks (G-SIBs) are divided into buckets based on their required additional capital buffers ranging from 1% to 3.5%. We measure the marginal contribution to systemic risk of 26 G-SIBs using the Distressed Insurance Premium methodology proposed by Huang et al. (2009) and examine ranking consistency with that using the SRISK of Acharya et al. (2012). We then compare bucketing using the two academic approaches and supervisory buckets. Because it leads to capital surcharges, bucketing should be consistent, irrespective of methodology. Instead, discrepancies in the allocation between buckets emerge and this suggests the complementary use of other methodologies.
2017
Based on accounting data, we propose an alternative measure, i.e. aggregate z-score and minus one z-score, for assessing systemic risk contributions. The z-score based systemic risk measure is developed on the idea that systemic risk contribution of each bank can be captured by the risk taking of a banking system including all banks and all-banks-but one, which is defined as the Leave-One-Out approach. Using an international sample of 61 large banks from 17 countries, we test the effectiveness of the z-score based approach in measuring systemic risk contributions, with the comparisons with commonly-used marketbased methods. The z-score based method can clearly identify greater systemic significance of global systemically important banks, although different measures cannot agree on the ranking of individual banks’ systemic significance. We find positive rank correlations between the z-score based approach and MES or ∆CoVaR. The easy computation of the zscore based measure and its abi...
Physica A: Statistical Mechanics and its Applications, 2015
h i g h l i g h t s
2010
We present a simple model of systemic risk and show how each fi nancial institution's contribution to systemic risk can be measured and priced. An institution's contribution, denoted systemic expected shortfall (SES), is its propensity to be undercapitalized when the system as a whole is undercapitalized, which increases in its leverage, volatility, correlation, and tail-dependence. Institutions internalize their externality if they are "taxed" based on their SES. Through several examples, we demonstrate empirically the ability of components of SES to predict emerging systemic risk during the nancial crisis of 2007-2009.
Cogent Business & Management
Systemic risk is of concern for economic welfare as systemic financial crisis has the potential to inefficiently lower the supply of credit to the nonfinancial sector. Conventional systemic risk measures are parsimonious in nature and are used to assess the current systemic risk contributions of financial institutions and does not highlight future systemic risk. In order to overcome the limitations of conventional systemic risk, ΔCoVaR $ is used predict future systemic risk and the literature outlines the use of firm and state level variables in the computation. This study contributes to the existing body of knowledge by providing empirical evidence on improved computation of forward systemic risk by corroborating the distinctive impact of sector's nature: munificence, dynamism and level of concentration. The comparison of conventional and proposed forward CoVaR provides interesting insights into the role of sector level variables in the buildup of systemic risk. The results highlight that the forecasting ability of forward ∆CoVaR predicted with sector level variables is reasonably higher than that of predicted without sector level variables. The study provides guidelines to the policy makers by providing an improved measure of future systemic risk that can that can help to avoid procycality pitfall by introducing countercyclical policies before the happening of systemic ABOUT THE AUTHOR
Theory and Practice, 2015
The financial crisis of 2007/08 has demonstrated that factors for financial distress of large parts of the economy depend to a large extent on the interrelations between the financial institutions. Risks threatening the financial sector can be decomposed into risks based in the individual factors for single institutions and risks which can be attributed to the financial system as a whole. This part of the risks is called systemic risk. We review several approaches for quantifying systemic risk, most of them based on structural credit modeling. In particular we present an approach which is inspired by the fact that the joint probability distributions can be represented by their individual marginals and the copula function, which represents the interrelations.
2017
The financial crisis of 2007/08 has demonstrated that factors for financial distress of large parts of the economy depend to a large extent on the interrelations between the financial institutions. Risks threatening the financial sector can be decomposed into risks based in the individual factors for single institutions and risks which can be attributed to the financial system as a whole. This part of the risks is called systemic risk. We review several approaches for quantifying systemic risk, most of them based on structural credit modeling. In particular we present an approach which is inspired by the fact that the joint probability distributions can be represented by their individual marginals and the copula function, which represents the interrelations.
2012
The recent financial crisis has shown how interconnected the financial world has become. Shocks in one location or asset class can have a sizable impact on the stability of institutions and markets around the world. But systemic risk analysis is severely hampered by the lack of consistent data that capture the international dimensions of finance. While currently available data can be used more effectively, supervisors and other agencies need more and better data to construct even rudimentary measures of risks in the international financial system. Similarly, market participants need better information on aggregate positions and linkages to appropriately monitor and price risks. Ongoing initiatives that will help close data gaps include the G20 Data Gaps Initiative, which recommends the collection of consistent banklevel data for joint analyses and enhancements to existing sets of aggregate statistics, and enhancements to the BIS international banking statistics. JEL Classification Numbers: F21, F34, G15, G18, Y1
Risks
The aim of this work is to assess systemic risk of Tunisian listed banks. The goal is to identify the institutions that contribute the most to systemic risk and that are most exposed to it. We use the CoVaR that considered the systemic risk as the value at risk (VaR) of a financial institution conditioned on the VaR of another institution. Thus, if the CoVaR increases with respect to the VaR, the spillover risk also increases among the institutions. The difference between these measurements is termed △CoVaR, and it allows for estimating the exposure and contribution of each bank to systemic risk. Results allow classifying Tunisian banks in terms of systemic risk involvement. They show that public banks occupy the top places, followed by the two largest private banks in Tunisia. These five banks are the main systemic players in the Tunisian banking sector. It seems that they are the least sensitive to the financial difficulties of existing banks and the most important contributors to...
Journal of Banking & Finance, 2009
BIS Working Papers are written by members of the Monetary and Economic Department of the Bank for International Settlements, and from time to time by other economists, and are published by the Bank. The papers are on subjects of topical interest and are technical in character. The views expressed in them are those of their authors and not necessarily the views of the BIS.
Journal of Financial Stability, 2018
We measure systemic risk in the network of financial market infrastructures (FMIs) as the probability that two or more FMIs have a large credit risk exposure to the same FMI participant. We construct indicators of credit risk exposures in three main Canadian FMIs during the period 2007-11 and use extreme value methods to estimate this probability. We find large differences in the contribution to systemic risk across participants. We also find that when participants are in financial distress, they tend to create large credit exposures in two or more FMIs. Our results suggest that an appropriate oversight of FMIs may benefit from an in-depth system-wide analysis, which may have useful implications for the macroprudential regulation of the financial system.
Journal of Banking & Finance, 2013
In this paper, we define a financial institution's contribution to financial systemic risk as the increase in financial systemic risk conditional on the crash of the financial institution. The higher the contribution is, the more systemically important is the institution for the system. Based on relevant but different measurements of systemic risk, we propose a set of market-based measures on the systemic importance of financial institutions, each designed to capture certain aspects of systemic risk. Multivariate extreme value theory approach is used to estimate these measures. Using six big Canadian banks as the proxy for Canadian banking sector, we apply these measures to identify systemically important banks in Canadian banking sector and major risk contributors from international financial institutions to Canadian banking sector. The empirical evidence reveals that (i) the top three banks, RBC Financial Group, TD Bank Financial Group, and Scotiabank are more systemically important than other banks, although with different order from different measures, while we also find that the size of a financial institution should not be considered as a proxy of systemic importance; (ii) compared to the European and Asian banks, the crashes of U.S. banks, on average, are the most damaging to the Canadian banking sector, while the risk contribution to the Canadian banking sector from Asian banks is quite lower than that from banks in U.S. and euro area; (iii) the risk contribution to the Canadian banking sector exhibits " home bias ", that is, crosscountry risk contribution tends to be smaller than domestic risk contribution.
Finance Research Letters, 2019
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