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Analyzing Inflation Dynamics in Ghana: Evidence as of Quantile Autoregressive Model

Publish Year: 1399
Type: Journal paper
Language: English
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Document National Code:

JR_IJMAE-7-10_001

Index date: 1 November 2023

Analyzing Inflation Dynamics in Ghana: Evidence as of Quantile Autoregressive Model abstract

Inflation persistence (or inertia) has been a problem in many developing countries and due to the relationship between inflation and economic growth, much research has been conducted on the literature to study closely these macroeconomic variables in developing countries (Brick, 2010; Gokal and Hanif, 2004). This paper however made use of a superior method known as quantile autoregressive model proposed by Koenker and Xiao (2006) to estimate the persistence of inflation, the dynamic behavior and examine how diverse shocks may perhaps affect the rate of inflation within different quantiles. The data employed in this study is the monthly year-on-year Ghana inflation rate from January 2000 to July 2019. The result shows that Ghana inflation rates exhibits low persistence at both lower and higher quantiles and a mean reversion behavior across quantiles. Also, we observe that Ghana inflation rate is globally stationary as well as portraying non-stationary behavior in about 10% of the sampled observations. Evidently, the results again reveal that Ghana inflation rate has irregular characteristics at different quantiles in its conditional distribution. Also, there is a bidirectional relationship between Ghana overall inflation rate and its components (food and non-food inflation).

Analyzing Inflation Dynamics in Ghana: Evidence as of Quantile Autoregressive Model Keywords:

Inflation , Quantile autoregressive , Ghana , Persistence , Food and Non-food indices

Analyzing Inflation Dynamics in Ghana: Evidence as of Quantile Autoregressive Model authors

Patrick Gbolonyo

College of Statistics & Mathematics, Zhejiang Gongshang University, Hangzhou, ۳۱۰۰۱۸, China

Gideon Boyetey

College of Statistics & Mathematics, Zhejiang Gongshang University, Hangzhou, ۳۱۰۰۱۸, China

Xiaorong Yang

College of Statistics & Mathematics, Zhejiang Gongshang University, Hangzhou, ۳۱۰۰۱۸, China

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