American Journal of Economics
p-ISSN: 2166-4951 e-ISSN: 2166-496X
2020; 10(5): 305-310
doi:10.5923/j.economics.20201005.05

Wannakomol Supachart1, Kanyarut Chaisongkram2, Kashif Abbasi1
1Shanghai University, the School of Economics, Shanghai, P.R. China
2Lampang Rajabhat University, Faculty of Management Sciences, Lampang, Thailand
Correspondence to: Wannakomol Supachart, Shanghai University, the School of Economics, Shanghai, P.R. China.
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Copyright © 2020 The Author(s). Published by Scientific & Academic Publishing.
This work is licensed under the Creative Commons Attribution International License (CC BY).
http://creativecommons.org/licenses/by/4.0/

The economic policy uncertainty does not always negatively impact the financial market. This is a very first empirical paper that intends to investigate the influence of economic policy uncertainty (EPU) from foreign regions that could make an effect on the financial market in Thailand. The Seemingly Unrelated Regression and Markov Switching approach are used in the study to analyze the power of the EPU from the world major economies, which are the United States, Europe, China and Japan, whether exist in Thailand’s financial market or not. The empirical results does not indicate only negative effects that the foreign EPU could affect the market but also positive influence, particularly the EPU from Europe and China in which are shown to be significantly correlated with the total return of Thailand’s stock market. Furthermore, the findings also reveal the influence of foreign EPUs that persistently exist in overall financial market suggested by high Markov switching filtered probabilities.
Keywords: Economic Policy Uncertainty, Thailand, Financial market, EPU
Cite this paper: Wannakomol Supachart, Kanyarut Chaisongkram, Kashif Abbasi, Foreign Economic Policy Uncertainty: Does it Matter to Thailand’s Financial Market?, American Journal of Economics, Vol. 10 No. 5, 2020, pp. 305-310. doi: 10.5923/j.economics.20201005.05.
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![]() | (1) |
![]() | (2) |
![]() | (3) |
![]() | (4) |
for
and
is 3×1 vector of dependent variables.
is 3×4 matrix of independent variables
and
.
is 1×4 dimensional regression coefficient vector of
. And
is 3×1 vector of the error term;
where
. When
is assumed to correlate the errors across equations so that we can estimate all three equations simultaneously and the variance-covariance matrix (
) can be given as:
and
is an identity matrix. Then the estimated parameter from SUR can be written as:
Once the error terms are obtained from each equation, it will be considered as a united power of foreign EPU. Thus, the averaged of error terms is calculated as
. Follow Hamilton (1989, 1994), then we can apply the Markov switching AR model for the variable
that allow more general dynamic structure of the model (Chung, 2002):![]() | (5) |
and
are i.i.d. random variables with zero mean and variance
.This is a stationary AR(k) process with mean
when
, and it switches to another stationary AR(k) process with mean
when
changes from 0 to 1, where
are the Markovian state variables with the transition matrix,![]() | (6) |
denote the transition probabilities of
given, then
. The transition probabilities in (6) satisfy
. Let
. Then
is the information set of the full sample, and the vector of parameters is
. Under the normality assumption on quasi-maximum likelihood estimation to compute the smoothing probabilities
by follow Kim (1994) as:
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and
. These high probabilities illustrate the powerful persistency of the foreign EPU in Thailand’s financial market in holistic perspective. It also points that the foreign EPU is slightly more existed in regime 2 than in regime 1 about 0.04 percent. Nonetheless, the switching probability from one regime to another is bout about 0.03 as considered from the value of
and
which are accounted to be very low.
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![]() | Figure 1. Smoothed and Filtered Probabilities (Source: From the estimation) |
![]() | Figure 2. Normal Quantile – Quantiles plot (Source: From the estimation) |