the usage of credit register data for credit risk
TRANSCRIPT
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The Usage of Credit Register Data for Credit Risk Modelling – Applications and Experiences of OeNB Gerhard Winkler Copenhagen, October 24th, 2019 Supervisory Statistics, Models and Credit Quality Assessment Division www.oenb.at
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• Statistics at OeNB
• A Short History of our Credit Register
• Usage of Credit Register Data for Credit Risk Modelling
• Case 1: A Model Framework for Benchmarking and Validation
• Case 2: A Structural Credit Risk Model for Supervisory and Financial Stability Analysis
• Case 3: The CoCAS Model Framework and its Utilization in our Inhouse Credit Assessment System (ICAS)
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Agenda
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Statistics at OeNB
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SIDAT „One-Stop-Shop“
Financial Corporations
Reporting Agents
Non-financial Corporations
Public Authorities
Non-profit Organizations
Stat. Analysis (micro- /macro- prudential)
Monetary preparation and implementations
SAFIM
SAMBA
Dir.
Products
Statistics Department
Others/ Private
Households
Analysis
Enrichment Methodology
Processing Validation
Methodology
Organisation of Statistics Department at OeNB
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Domains of Statistics at OeNB
Supervisory statistics
Monetary and financial statistics (including MR statistics)
External and other related statistics
Financial accounts, government finance statistics
Companies register and companies balance sheet data
Credit register and AnaCredit
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• Credit assessment of Austrian non-financial corporates for monetary policy purposes
• Joint operation of CoCAS together with Bundesbank for other NCBs
• Chairmanship of EG ICAS (sub-group of RMC)
• Consolidated Banking Data (CBD): assets & liabilities, P&L, and regulatory equity of Austrian Banks
• BIS-Statistics: geographical and currency composition of Austrian banks' assets & liabilities on solo and consolidated level
• AnaCredit (and GKE): granular credit and credit risk data on instrument level for Austrian banks and financial institutions
Inhouse Credit Assessment
Statistical Analysis • Production and dissemination of (standard) reports and
statistical analyses for all relevant customers with a focus on supporting supervision
Methodology • International Working Groups for Supervisory Statistics, Central Balance Sheet Data Offices and AnaCredit (including chairmanship)
International Secondary Statistics
Model development
• Calibration and validation of statistical risk models: for assessment of coporates‘ creditworthiness within CoCAS/ICAS and for assessment of banks within supervision (ABBA)
Core Competences of Supervisory Statistics, Models and Credit Quality Assessment Division (SAMBA)
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A Short History of our Credit Register
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Development of OeNB masterscale
Implementation of rating database for the purpose of CCR-reporting
1st major CCR-amendment “Basic” CCR-Data - new types of instruments - information on selected parameters of credit risk (e.g., rating)
1995 - 2002 2003 2004 2005 2006 2007 2008 2009 2010 2011 2012 2013 2014 2015 2016 2017 2018
Implementation of new OeNB counterparty reference database
2nd major CCR-amendment ( Basel II) - new on- and off-balance sheet positions (incl. derivatives) - collateral report (Basel II/Internal risk management) - exposure value (EV) - risk weighted assets (RWA) - expected loss (EL) - probability of default (PD)
Entry into force of the Memorandum of Understanding (MoU) on the exchange of information among national central credit registers (only some attributes, no information on risk)
3rd major CCR-amendment ( lessons learned from the financial crisis) - CLN, CDS - CCR securitization report
4th major CCR-amendment to align CCR with Capital Requirements Regulation (CRR)
“Fundamental” CCR-Data on Volumes - quarterly (before 1998) - monthly (since 1998)
AnaCredit Regulation adopted
- Decision to collect AnaCredit and CCR data in an integrated reporting framework
Go-live of AnaCredit and granular credit data collection („GKE“) in September
The Austrian CCR: Historical Overview
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Loan by Loan
Natural persons
AC threshold: ≥ 25,000 and < 350,000 CCR threshold: ≥ 350.000
Loans and credit lines
CCR (Borrower by Borrower) Aggregated exposures
(by borrower)
Aggregated exposures (by borrower)
Legal entities
Loan by Loan ? AnaCredit (Loan by Loan)
Securities, off-balance items and derivatives
?
Consistent concepts & uniform granularity for all instruments and types of borrowers!
Initi
al s
ituat
ion
Har
mon
ised
sol
utio
n
Integrated reporting (Loan by Loan)
Integrated reporting (Instrument by Instrument) Instrument by Instrument
Loan by Loan
Loan by Loan
ISIN by ISIN Securities, off-balance items and derivatives
Aggregated exposures (by borrower)
Aggregated exposures (by borrower) CCR
(Borrower by Borrower)
Loans and credit lines
AnaCredit and the Austrian CCR: Scope and Content
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• Integrated reporting of AnaCredit and CCR is more granular than derived AnaCredit statistics − Filter relevant to types of instruments and debtors (natural persons) − Filter national attributes integrated in the granular credit data reporting − Compilation for “ECB view“
• AnaCredit transmission
− Transmission of AnaCredit by the deadlines set in Article 13 AC-R
− Managing different versions and previous AnaCredit transmissions
− Receiving international data
• Ensuring data quality − Historical CCR data available − AnaCredit data quality checks have to
be performed together with additional national checks − ECB’s data quality requests are drilled-down to original primary reports of banks
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AnaCredit
CCR
BSI
Credit Cube
Granular data Compilation
ISIN Cube Stage 1
Inte
rface
s op
erat
iona
l sys
tem
s
Selection, Aggregation
“BasicCube”
Integrated Reporting and Production of Derived Statistics
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Usage of Credit Register Data for Credit Risk Modelling
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• The Austrian CCR provides granular rating information in form of
• CRR-PDs from IRB and! partly from STA raters, and
• ordinal rating classes
in a multi-rater panel.
Using these information
• a quantitative mapping (via joint
obligors)
• a Best-PD-Estimate for each
rater-obligor relationship
can be derived.
Usage of Credit Register Data for Credit Risk Modelling (1/2)
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• The rater-obligor-specific Best-PD-Estimates forms the
basis for analyzing
• rating heterogeneity
• across obligors,
• across raters,
• across time points,
• specific portfolios
• bank,
• sector,
• … .
Usage of Credit Register Data for Credit Risk Modelling (2/2)
Rat
ing
Sco
re
PD
Obligor
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A Model Framework for PD Benchmarking and Validation
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• Using ordinal rating information mapped on a common master scale
Measuring similarity/dissimilarity, i.e. proximity of ratings from
different sources.
• We propose 3 measures:
• for association τx
• for aggreement Cohen’s κ
• Rating (class) bias θ
Use-Case 1: A Model Framework for Benchmarking and Validation (1/3)
Bivariate comparison of bank 27 to all other banks:
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• Using continuous rating information, i.e. transformed PDs
We propose a stochastic model for the
rating error and the underlying rating score distribution.
• Goal:
• estimation of the distribution of the
noise term (rating bias and deviation) and
• distribution of the latent true score/PD (consensus score/PD).
Use-Case 1: A Model Framework for Benchmarking and Validation (2/3)
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E.g. Consensus score of a company over time
E.g. Rating bias of different banks across different industries
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Use-Case 1: A Model Framework for Benchmarking and Validation (3/3)
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• The Austrian Banking Business Analysis (ABBA) framework is a quantitative model environment maintained to support the supervision of the high number of legally independent banks in Austria
• High risk banks are identified on a quarterly basis, which are then subject to a more detailed qualitative analysis by the supervisors
• An internal model containing the quantitative variables that have the highest explanatory power produces scores based on the latest available reporting data for the following different risk categories:
o Capital adequacy
o Business model risk and profitability
o Market risk
o Credit risk
o Operational risk
o Liquidity and funding risk
o Interest rate risk in the banking book
o Total score
• Model calibration is not based on defaults (alone), but on (broader) problem criteria
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Use-Case 2: A Structural Credit Risk Model for Supervisory and Financial Stability Analysis (1/3)
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• We employ a structural credit risk model for the category credit risk
• Method: • Credit risk + • The algorithm is extended in order
to be able to consider correlations as they appear in the Hidden Gamma and in the Compound Gamma model • Data:
• CCR • Exposure (at default) and Best-PD-Estimates per rater-obligor relationship
• Unconsolidated Credit Risk Report • Aggregated Exposure (at default) and vol. weighted PD per size bucket (below the CRR
thresholds)
Use-Case 2: A Structural Credit Risk Model for Supervisory and Financial Stability Analysis (2/3)
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Use-Case 2: A Structural Credit Risk Model for Supervisory and Financial Stability Analysis (3/3)
ABBA component Ratios Source
Structural credit risk model Credit VaR Central Credit Register, Credit Risk Report
Structural credit risk model Expected Shortfall Central Credit Register, Credit Risk Report
Structural credit risk model Expected Loss Central Credit Register, Credit Risk Report
ABBA Score – Credit risk module 95% Credit VaR to loss bearing capacity Structural Credit Risk Model, COREP, Income Statement
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The CoCAS Model Framework and its Utilization in our Inhouse Credit Assessment System (ICAS)
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• In-house Credit Assessment Systems (ICAS) are employed by NCBs to assess whether credit claims fulfill the eligibility standards for credit quality and may hence be mobilized as collateral for Eurosystem Monetary Policy Operations
• OeNB‘s ICAS utilizes CoCAS to assess the creditworthiness of non-financial corporates
• CoCAS is the Common Credit Assessment System jointly developed and operated by Deutsche Bundesbank and Oesterreichische Nationalbank and used also by other NCBs.
• The CoCAS credit assessment process consists of a two-stage procedure:
• Stage 1: A statistical model delivers a “base-rating” representing a “rating proposal”.
• Stage 2: An analyst makes the final decision on the creditworthiness of an entity and thus produces the final rating.
Use-Case 3: The CoCAS-Model within ICAS (1/4)
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Use-Case 3: The CoCAS-Model within ICAS (2/4)
CoCAS-Three-Step-Model Architecture: • Step I: Consensus Model
• Dataset comprises a number of ratings (IRB, ECAI) for each financial statement.
• For each financial statement, aggregate the different ratings into one single consensus rating
• consensus rating is not simply a third-party rating or a weighted average thereof, but an unbiased and efficient estimate for the true latent rating of the firm.
• Consensus ratings are estimated based on a mixed effects model that takes into account rater-specific errors
• Step II: Regression Model • Regression analysis is used to explain the consensus rating by means of a set of financial ratios
• Allows prediction of consensus ratings based on financial statements data
• Step III: PD-level adjustment (optional) using Default Data • Validate the results of step II on the basis of realized default data
• Compare average predicted consensus ratings with observed default rates. If the two differ significantly from each other apply a shift to the predicted consenus ratings
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Use-Case 3: The CoCAS-Model within ICAS (3/4)
CoCAS Consensus Model
• Addresses the drawbacks of existing approaches that are based exclusively on default information
• Uses both default information and information on non-defaulters (rating data)
• Rests on scientifically founded methods which have been proprietary developed at the OeNB jointly with WU Wien
• Employs a mixed effects model to estimate the rating errors of individual raters
• Aggregates rating information from IRBs and ECAIs on non-defaulters (true latent rating)
• The rating output of CoCAS is a one-year, point-in-time, issuer-specific probability of default, calibrated employing the Basel-II-IRB (CRR)-default definition
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Use-Case 3: The CoCAS-Model within ICAS (4/4)
Calibration Quality and Discriminatory Power of current CoCAS model
• Min-p adjusted p-values: 1,0000/1,0000/1,0000/0,9282 (CQS1&2, CQS3, CQS4, CQS5)
• Hosmer Lemeshow Test: p-value: 0.3341
• Sterne Test: p-value: 0.3114
• Goodness of Fit of Regression Model: Adj. R²: 0.7110
• ROC: 0.9165
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