Pitfalls in backtesting Historical Simulation VaR models
The dataset contains the returns for three portfolios based on three representative US stocks traded on the New York Stock Exchange (NYSE). The stocks are Walt Disney (DIS), General Electric (GE) and Merck & Company (MRK). Daily data on their market closure prices9 are collected over the period of 01/04/1999–12/31/2009, and then the daily returns are calculated as 100 times the difference of the log prices. The compositions of the three portfolios considered are (0.4, 0.1, 0.5), (0.1, 0.1, 0.8) and (0.3, 0.1, 0.6), respectively, where the numbers in each parentheses from left to right represent the portfolio weights on DIS, GE and MRK, respectively. These weights are chosen for illustrative purposes but
| Created | December 08, 2012 |
| Last update | February 22, 2013 |
| Software | Matlab 2010a |
Abstract
Close
Abstract
Historical Simulation (HS) and its variant, the Filtered Historical Simulation (FHS), are the most popular Value-at-Risk forecast methods at commercial banks. These forecast methods are traditionally evaluated by means of the unconditional backtest. This paper formally shows that the unconditional backtest is always inconsistent for backtesting HS and FHS models, with a power function that can be even smaller than the nominal level in large samples. Our findings have fundamental implications in the determination of market risk capital requirements, and also explain Monte Carlo and empirical findings in previous studies. We also propose a data-driven weighted backtest with good power properties to evaluate HS and FHS forecasts. A Monte Carlo study and an empirical application with three US stocks confirm our theoretical findings. The empirical application shows that multiplication factors computed under the current regulatory framework are downward biased, as they inherit the inconsistency of the unconditional backtest.
Escanciano,
J.,
and
P.
Pei,
"Pitfalls in backtesting Historical Simulation VaR models",
Journal of Banking and Finance
, 36, 2233-2244.
Coders:


-
Juan Carlos Escanciano
Indiana University
United States
-
Pei Pei
Chinese Academy of Finance and Development, CUFE
China
Juan Carlos Escanciano also created these companion sites
| Article | Authors | Coders | Last update | Ranking | Visits | Runs |
|---|
Pei Pei also created these companion sites
| Article | Authors | Coders | Last update | Ranking | Visits | Runs |
|---|
Other Companion Sites on same paper
| Article | Authors | Coders | Last update | Ranking | Visits | Runs |
|---|
Other Companion Sites relative to similar papers
| Article | Authors | Coders | Last update | Ranking | Visits | Runs |
|---|---|---|---|---|---|---|
|
The pernicious effects of contaminated data in risk management
Abstract
Close
Banks hold capital to guard against unexpected surges in losses and long freezes in financial markets. The minimum level of capital is set by banking regulators as a function of the banks’ own estimates of their risk exposures. As a result, a great challenge for both banks and regulators is to validate internal risk models. We show that a large fraction of US and international banks uses contaminated data when testing their models. In particular, most banks validate their market risk model using profit-and-loss (P/L) data that include fees and commissions and intraday trading revenues. This practice is inconsistent with the definition of the employed market risk measure. Using both bank data and simulations, we find that data contamination has dramatic implications for model validation and can lead to the acceptance of misspecified risk models. Moreover, our estimates suggest that the use of contaminated data can significantly reduce (market-risk induced) regulatory capital.
Fresard,
L.,
C.
Perignon,
and
A.
Wilhelmsson,
"The pernicious effects of contaminated data in risk management",
Journal of Banking and Finance, 35.
|
Fresard Perignon Wilhelmsson |
Fresard Perignon Wilhelmsson |
11/23/2012 | 9999 | 42 | N.A. |
|
The level and quality of Value-at-Risk disclosure by commercial banks
Abstract
Close
In this paper we study both the level of Value-at-Risk (VaR) disclosure and the accuracy of the disclosed VaR figures for a sample of US and international commercial banks. To measure the level of VaR disclosures, we develop a VaR Disclosure Index that captures many different facets of market risk disclosure. Using panel data over the period 1996–2005, we find an overall upward trend in the quantity of information released to the public. We also find that Historical Simulation is by far the most popular VaR method. We assess the accuracy of VaR figures by studying the number of VaR exceedances and whether actual daily VaRs contain information about the volatility of subsequent trading revenues. Unlike the level of VaR disclosure, the quality of VaR disclosure shows no sign of improvement over time. We find that VaR computed using Historical Simulation contains very little information about future volatility.
Perignon,
C.,
and
D.
Smith,
"The level and quality of Value-at-Risk disclosure by commercial banks",
Journal of Banking and Finance, 34.
|
Perignon Smith |
Perignon Smith |
11/23/2012 | 9999 | 25 | N.A. |
|
Diversification and Value-at-Risk
Abstract
Close
A pervasive and puzzling feature of banks’ Value-at-Risk (VaR) is its abnormally high level, which leads to excessive regulatory capital. A possible explanation for the tendency of commercial banks to overstate their VaR is that they incompletely account for the diversification effect among broad risk categories (e.g., equity, interest rate, commodity, credit spread, and foreign exchange). By underestimating the diversification effect, bank’s proprietary VaR models produce overly prudent market risk assessments. In this paper, we examine empirically the validity of this hypothesis using actual VaR data from major US commercial banks. In contrast to the VaR diversification hypothesis, we find that US banks show no sign of systematic underestimation of the diversification effect. In particular, diversification effects used by banks is very close to (and quite often larger than) our empirical diversification estimates. A direct implication of this finding is that individual VaRs for each broad risk category, just like aggregate VaRs, are biased risk assessments.
Perignon,
C.,
and
D.
Smith,
"Diversification and Value-at-Risk",
Journal of Banking and Finance, 34.
|
Perignon Smith |
Perignon Smith |
11/23/2012 | 9999 | 45 | N.A. |
|
A New Approach to Comparing VaR Estimation Methods
Abstract
Close
We develop a novel backtesting framework based on multidimensional Value-at-Risk (VaR) that focuses on the left tail of the distribution of the bank trading revenues. Our coverage test is a multivariate generalization of the unconditional test of Kupiec (Journal of Derivatives, 1995). Applying our method to actual daily bank trading revenues, we find that non-parametric VaR methods, such as GARCH-based methods or filtered Historical Simulation, work best for bank trading revenues.
Perignon,
C.,
and
D.
Smith,
"A New Approach to Comparing VaR Estimation Methods",
Journal of Derivatives, Winter.
|
Smith Perignon |
Perignon Smith |
11/23/2012 | 9999 | 43 | N.A. |
Frequently Asked Questions
There isn't any question about this code.
Didn't find your answer ?




