Abstract

A new methodology to derive IFRS 9 PiT PDs is proposed. The methodology first derives a PiT term structure with accompanying segmented term structures. Secondly, the calibration of credit scores using the Lorenz curve approach is used to create account-specific PD term structures. The PiT term structures are derived by using empirical information based on the most recent default information and account risk characteristics prior to default. Different PiT PD term structures are developed to capture the structurally different default risk patterns for different pools of accounts using segmentation. To quantify what a materially different term structure constitutes, three tests are proposed. Account specific PiT PDs are derived through the Lorenz curve calibration using the latest default experience and credit scores. The proposed methodology is illustrated on an actual dataset, using a revolving retail credit portfolio from a South African bank. The main advantages of the proposed methodology include the use of well-understood methods (e.g., Lorenz curve calibration, scorecards, term structure modelling) in the banking industry. Further, the inclusion of re-default events in the proposed IFRS 9 PD methodology will simplify the development of the accompanying IFRS 9 LGD model due to the reduced complexity for the modelling of cure cases. Moreover, attrition effects are naturally included in the PD term structures and no longer require a separate model. Lastly, the PD term structure is based on months since observation, and therefore the arrears cycle could be investigated as a possible segmentation.

Highlights

  • The International Accounting Standards Board (IASB) launched a project to substitute the International Accounting Standard (IAS) 39 with the International Financial Reporting Standard (IFRS) 9 that outlines the requirements for the recognition and measurement of financial instruments in the financial statements of a company (IFRS Foundation 2014)

  • IFRS 9 differentiates between 12 month and lifetime ECL. 12 month ECL is defined as the “portion of lifetime expected credit losses that represent the expected credit losses that result from default events on a financial instrument that are possible within the 12 months after the reporting date” (IFRS Foundation 2014)

  • Lifetime ECL is defined as the expected credit losses resulting from all possible default events over the financial instrument’s expected life

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Summary

Introduction

The International Accounting Standards Board (IASB) launched a project to substitute the International Accounting Standard (IAS) 39 with the International Financial Reporting Standard (IFRS) 9 that outlines the requirements for the recognition and measurement of financial instruments in the financial statements of a company (IFRS Foundation 2014). IFRS 9 proposes a “three stage model” when estimating ECL, based on changes in credit quality since initial recognition (see Aptivaa (2016) and Beerbaum (2015) for further discussion on the three stage methodology). A financial instrument is assigned to Stage 1 if its credit risk (measured in terms of its probability of default as required by Section 5.5.9 of (IFRS Foundation 2014)) has not increased significantly since initial recognition. Stage 3 comprises all credit impaired (defaulted) financial instruments for which a lifetime ECL is recognised. This paper aims to develop a new methodology to derive the PiT (point in time) PD component (i.e., the marginal PD, pim,t as above) for the ECL calculations of financial instruments in Stages 1 and 2 (Stage 3 assets are subject to a constant 100% PD estimate). The proposed methodology is illustrated in a case study for a revolving retail credit portfolio from a South African bank

Literature Overview
Methodology
Empirical PiT PD Term Structures
Account-Specific Term Structures Using Lorenz Curve Calibration
CCoonncclluussiioonns and Future Recommendations
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