Zero-Coupon and Forward Yield Curves for Government of Ghana Bonds

This article seeks to provide a framework for modeling daily zero-coupon yield curve for Government of Ghana bonds based on secondary market daily trades. It also proposes method for modeling the forward yield curve. The current practice in Ghana is to produce yield curve for Government of Ghana bon...

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Main Authors: Victor Curtis Lartey, Yao Li
Format: Article
Language:English
Published: SAGE Publishing 2018-09-01
Series:SAGE Open
Online Access:https://doi.org/10.1177/2158244018800786
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spelling doaj-d6feadb3c1bc48f39b7bde324d1c78452020-11-25T03:32:21ZengSAGE PublishingSAGE Open2158-24402018-09-01810.1177/2158244018800786Zero-Coupon and Forward Yield Curves for Government of Ghana BondsVictor Curtis Lartey0Yao Li1Koforidua Technical University, GhanaUniversity of Electronic Science and Technology of China, Chengdu, ChinaThis article seeks to provide a framework for modeling daily zero-coupon yield curve for Government of Ghana bonds based on secondary market daily trades. It also proposes method for modeling the forward yield curve. The current practice in Ghana is to produce yield curve for Government of Ghana bonds based on primary market weekly auctions. This article demonstrates the extraction and fitting of secondary market daily yield curves for Government of Ghana bonds, using bootstrapping and piecewise cubic hermite interpolation. The article also compares the piecewise cubic hermite method with the piecewise cubic spline method, the Nelson–Siegel–Svensson model, and the penalized smoothing spline method. Data used are the daily bond price data from the Ghana Fixed Income Market, accessible at the Central Securities Depository of Ghana. The results show yield curves that reflect the actual daily yield movements in the secondary bond market of Ghana. The results also show that the piecewise cubic hermite method fits the zero-coupon yield curve better than the other methods as far as the Ghanaian bond market is concerned. For the forward curves, we recommend that either or both of the piecewise cubic hermite method and the Nelson–Siegel–Svensson method could be used by the market participants.https://doi.org/10.1177/2158244018800786
collection DOAJ
language English
format Article
sources DOAJ
author Victor Curtis Lartey
Yao Li
spellingShingle Victor Curtis Lartey
Yao Li
Zero-Coupon and Forward Yield Curves for Government of Ghana Bonds
SAGE Open
author_facet Victor Curtis Lartey
Yao Li
author_sort Victor Curtis Lartey
title Zero-Coupon and Forward Yield Curves for Government of Ghana Bonds
title_short Zero-Coupon and Forward Yield Curves for Government of Ghana Bonds
title_full Zero-Coupon and Forward Yield Curves for Government of Ghana Bonds
title_fullStr Zero-Coupon and Forward Yield Curves for Government of Ghana Bonds
title_full_unstemmed Zero-Coupon and Forward Yield Curves for Government of Ghana Bonds
title_sort zero-coupon and forward yield curves for government of ghana bonds
publisher SAGE Publishing
series SAGE Open
issn 2158-2440
publishDate 2018-09-01
description This article seeks to provide a framework for modeling daily zero-coupon yield curve for Government of Ghana bonds based on secondary market daily trades. It also proposes method for modeling the forward yield curve. The current practice in Ghana is to produce yield curve for Government of Ghana bonds based on primary market weekly auctions. This article demonstrates the extraction and fitting of secondary market daily yield curves for Government of Ghana bonds, using bootstrapping and piecewise cubic hermite interpolation. The article also compares the piecewise cubic hermite method with the piecewise cubic spline method, the Nelson–Siegel–Svensson model, and the penalized smoothing spline method. Data used are the daily bond price data from the Ghana Fixed Income Market, accessible at the Central Securities Depository of Ghana. The results show yield curves that reflect the actual daily yield movements in the secondary bond market of Ghana. The results also show that the piecewise cubic hermite method fits the zero-coupon yield curve better than the other methods as far as the Ghanaian bond market is concerned. For the forward curves, we recommend that either or both of the piecewise cubic hermite method and the Nelson–Siegel–Svensson method could be used by the market participants.
url https://doi.org/10.1177/2158244018800786
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