Contingent Convertible Bonds with the Default Risk Premium

33 Pages Posted: 25 Jul 2018

See all articles by Hyun Jin Jang

Hyun Jin Jang

Ulsan National Institute of Science and Technology (UNIST)

Young Hoon Na

Korea Advanced Institute of Science and Technology (KAIST)

Harry Zheng

Imperial College London - Mathematical Finance

Date Written: July 4, 2018

Abstract

Contingent convertible bonds (CoCos) are hybrid instruments characterized by both debt and equity. CoCos are automatically converted into equity or written down when a predefined trigger event occurs. The present study quantifies the issuing bank's default risk that only manifests in the post-conversion period for pricing CoCos depending on a loss-absorbing method. This work aims to reflect the distinct features of equity-conversion CoCos - in contrast to a write-down CoCos - in a valuation framework. Accordingly, we propose a model to compute the ratio of common equity Tier 1 (CET1), which is composed of core capital and risky assets, by employing a geometric Brownian motion and a random variable. Then, we formulate the post-conversion risk premium by measuring the probability with which the bank's CET1 ratio breaches a regulatory default threshold after conversion. Finally, we empirically examine a positive value of the post-conversion risk premium embedded in the market prices of equity-conversion CoCos.

Keywords: Contingent Convertible Bond, Capital-ratio Trigger, Conversion Time, Equity-conversion CoCo, Post-conversion Risk Premium

JEL Classification: G13, C67

Suggested Citation

Jang, Hyun Jin and Na, Young Hoon and Zheng, Harry, Contingent Convertible Bonds with the Default Risk Premium (July 4, 2018). International Review of Financial Analysis, Forthcoming, Available at SSRN: https://ssrn.com/abstract=3208073

Hyun Jin Jang (Contact Author)

Ulsan National Institute of Science and Technology (UNIST) ( email )

gil 50
Ulsan, 689-798
Korea, Republic of (South Korea)

Young Hoon Na

Korea Advanced Institute of Science and Technology (KAIST) ( email )

373-1 Kusong-dong
Yuson-gu
Taejon 305-701, 130-722
Korea, Republic of (South Korea)

Harry Zheng

Imperial College London - Mathematical Finance ( email )

United Kingdom

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