Research Article |
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Corresponding author: Osama D. Sweidan ( osweidan@uaeu.ac.ae ) © 2023 Non-profit partnership “Voprosy Ekonomiki”.
This is an open access article distributed under the terms of the Creative Commons Attribution License (CC BY-NC-ND 4.0), which permits to copy and distribute the article for non-commercial purposes, provided that the article is not altered or modified and the original author and source are credited.
Citation:
Sweidan OD (2023) Geopolitical risk and military expenditures: Evidence from the US economy. Russian Journal of Economics 9(2): 201-218. https://doi.org/10.32609/j.ruje.9.97733
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Exploring the nexus between geopolitical risk (GPR) and military expenditures (ME) has been limited during the past period. It is justified by the absence of a well-published proxy for GPR. Recently, the work of
geopolitical risk, military expenditures, US economy, ARDL model.
During the past five years, many scholars have successfully extracted evidence about the crucial consequences of geopolitical risk on numerous economic activities (for instance, see
A strong army with a high level of military expenditure guarantees security and peace for any nation. Thus, it generates a stable economic environment that is necessary for economic development. However, high military spending diverts resources out of the development process and encourages military clashes and tensions (
Exploring the mutual relationship between geopolitical risk and military expenditures was indirect and not apparent in the past. One of the crucial reasons is the need for a well-published proxy for geopolitical risk. Besides, the previous empirical studies worked on a one direction assumption, which is that military spending is a function of several factors such as clashes, wars, and threats. However, the opposite assumption is missing. Consequently, the literature has enormous studies that investigated the determinants of military expenditures
Our paper seeks to understand the relationship between geopolitical risk and military expenditures. More precisely, it attempts to investigate what Granger caused which by extracting evidence from the United States (US) economy. We argue that superior countries, like the US model, with massive production, dominant currency, military power, and international financial and political lobbying, have the capability to generate global geopolitical risk or waves to achieve their international strategic goals. Besides, the US is the best model to generate conclusions from its behavior on such an exciting topic. Fig. 1 presents the normalized geopolitical risk index for the world and three countries: the US, the United Kingdom, and South Korea. It reveals that the US geopolitical risk index mimics or has the exact directions of the world index compared to that of the United Kingdom and South Korea. It confirms the primary effect of the US political and military actions on the international scene. Geopolitical risk is a consequence of dominant countries’ lobbying mechanisms and political plans to satisfy their pecuniary interests and political values.
The normalized geopolitical risk index for the world and three nations.
Source: Author’s calculations based on
Our argument implies the presence of a causality between military expenditures and geopolitical risk in the US. Thus, we test our hypothesis in the current paper and have four potential outcomes. If the causality runs from military expenditures to geopolitical risk, then it is an indicator that economic resources motivate geopolitical risk. Technically, geopolitical risk is part of resource allocation and can be controlled, directed, and mitigated. However, if the causality runs from geopolitical risk to military spending, it denotes that geopolitical risk is not part of the resource allocation or it is an unplanned event. Therefore, in this case, geopolitical risk represents an external shock and needs an opposite military action and power to control it. The third option may state a bidirectional relationship between the two variables. The fourth option may reach no relationship between the two variables.
Our paper uses the time series analysis covering the period 1960–2021 and employs the Autoregressive Distributed Lag (ARDL) approach to reach its target. It checks the existence of a long-run relationship between our model’s variables and estimates both short-run and long-run effects. Moreover, a co-integration relationship indicates the validity of a Granger causality association between the dependent and independent variables. It can be tested by using the regressor’s t-statistics and Wald coefficient test. Further, our paper utilizes the pairwise Toda–Yamamoto causality test (
The historical data of the Stockholm International Peace Research Institute shows that international military expenditure increased from $0.073 trillion in 1960 to $2.01 trillion in 2021. In a simple calculation, military expenditure increased 29 times during the period 1960–2021. Meanwhile, its ratio to the international gross domestic product (GDP) decreased from 5.25% in 1960 to 2.16% in 2021. On the other hand, the historical geopolitical risk fluctuated significantly during the same period. Fig. 2 offers the normalized international geopolitical risk and the ratio of military expenditure to GDP. It displays the dynamic behavior of both indicators.
The international geopolitical risk and military expenditure.
Source: Author’s calculations.
Studying the nexus between geopolitical risk and military spending was incidental and not apparent during the past period. The link between the two variables appeared for three main reasons.
The previous empirical studies focused on the drivers of military spending. Thus, different proxies of geopolitical risk were used and tested. For instance,
There was a long Cold War between the US and the former Soviet Union (USSR). This war lasted for 45 years and ended in 1991 by dissolving the USSR. Each country worked continuously against the ideology and economic thoughts of the other country. It caused prolonged geopolitical tension at an international level. After the Second World War, the US focused its resources on ensuring American’s leadership through a new world-order system (
Our study investigates the existence of a long-run relationship between the US geopolitical risk and the US military expenditure as a ratio to GDP. More precisely, we seek to recognize the direction of causality between geopolitical risk and military expenditure in the US. Is it unidirectional or bidirectional, or is there no relationship between the two variables? The available literature regarding the determinants of military expenditure (
GPUSt = F (MEUSt, YUSt, RSUSt, OPt), (1)
MEUSt = F (GPUSt, YUSt, RSUSt, OPt), (2)
where GPUSt is the US geopolitical risk index; MEUSt denotes the US military expenditure as a ratio to the US GDP; YUSt indicates the US economic growth measured in constant 2015 prices; RSUSt represents the share of US resources, it is measured by the relative importance of the US GDP to the world GDP; OPt stands for West Texas Intermediate crude oil prices. The natural logarithm is used to transform the data of this work.
Generally speaking, when more economic resources are available to a dominant nation, it tends to generate more geopolitical risks to preserve its dominance and economic power. For example,
The current paper extracted its data from four sources. The geopolitical risk index is extracted from
The US military expenditure is taken from the Stockholm International Peace Research Institute,
This paper uses the ARDL technique to compute the empirical part. It is a useful means for this study because of two reasons. It tests the existence of a long-run association between the model’s independent and dependent series. Thus, it produces short-run parameters, long-run coefficients, and an error correction term toward the long-run equilibrium. Tracing these parameters provides deep insight into the relationship among the variables. Besides, this approach tells if a Granger causality runs from the explanatory variables to the dependent variable. This approach is known and established in macroeconomic time series analysis and developed by
The ARDL (p, q) approach specification form is:
Yt = δ + θYt–k + γWt–j + et, (3)
where Yt stands for the dependent variable; Wt denotes a list of explanatory variables; δ, θ, and γ are the model’s estimated coefficient; et is the random disturbance.
Equations (1) and (2) are modified to fit the current paper’s empirical technique:
∆ln GPUSt = θ0 + θ1 ∆ln GPUSt–k + θ2 ∆ln MEUSt–k +
+ θ3 ∆ln YUSt–k + θ4 ∆ln RSUSt–k +
+ θ5 ∆ln OPt–k + γ1ln GPUSt–1 + γ2ln MEUSt–1 +
+ γ3ln YUSt–1 + γ4ln RSUSt–1 + γ5lnOPt–1 + et, (4)
∆ln MEUSt = θ0 + θ1 ∆ln MEUSt–k + θ2 ∆ln GPUSt–k +
+ θ3 ∆ln YUSt–k + θ4 ∆ln RSUSt–k +
+ θ5 ∆ln OPt–k + γ1ln MEUSt–1 + γ2ln GPUSt–1 +
+ γ3ln YUSt–1 + γ4ln RSUSt–1 + γ5lnOPt–1 + et, (5)
where the mathematical sign ∆ denotes the first difference. The short-run parameters are offered by θ1 to θ5 in equations (4) and (5), whereas γ2 to γ5 are the long-run coefficients after normalizing them by the parameter γ1. This methodology proposed two techniques to examine the occurrence of a cointegration relationship between the series. Scholars compare and contrast the computed F-statistics with the critical values.
Examining if a unit root exists in the series of our empirical model is the first move in approximating an ARDL model. It ensures that the variables are integrated in the correct sequence. Three common unit root assessments are used. These tests are Augmented Dickey–Fuller (1981) — ADF, Phillips–Perron (1988) — PP, and
| The level | The first difference | |||||||
| ADF | PP | NP | ADF | PP | NP | |||
| ln GPUSt | –3.526*** | –3.571*** | –10.925*** | – | – | – | ||
| ln MEUSt | –2.833 | –2.151 | –14.920* | –4.549*** | –4.596*** | –22.288*** | ||
| ln YUSt | –6.007*** | 5.999*** | –28.458*** | – | – | – | ||
| ln RSUSt | –3.106 | –2.375 | –17.951** | –4.897*** | –4.832*** | –24.455*** | ||
| ln OPt | –1.913 | –1.962 | –6.948 | –7.253*** | –7.254*** | –29.474*** | ||
Then, we test the existence of cointegration relationships in equations (4) and (5) using F-statistics. The ARDL model is sensitive to the number of lags. For this reason, we estimate standard vector autoregressive models and use the lag length criteria, i.e., Akaike information criterion (AIC) and Schwarz information criterion (SIC), to select the ideal lags of the two ARDL models. The lag selection standards employ eight lags, and the results tell that the optimal lag is six for equation (4) and two for equation (5). Table
| Co-integration hypotheses | F-statistics | Comments |
| Model 1: ln GPUSt = F (ln MEUSt, ln YUSt, ln RSUSt, ln OPt,) | 6.676*** | Long run relationship exists |
| Model 2: ln MEUSt = F (ln GPUSt, ln YUSt, ln RSUSt, ln OPt,) | 2.683 | Long run relationship does not exist |
We estimate model 1 to understand in-depth the nature of the unidirectional causality relationship from military expenditure to geopolitical risk. The ARDL model’s results are presented in Table
| Variables | VIF | Variables | VIF | |
| ∆ln GPUSt–1 | 2.4 | ∆ln RSUSt–2 | 1.8 | |
| ∆ln GPUSt–2 | 2.1 | ∆ln RSUSt–3 | 1.7 | |
| ∆ln GPUSt–3 | 2.1 | ∆ln OPt | 1.5 | |
| ∆ln GPUSt–4 | 1.9 | ln GPUSt–1 | 5.4 | |
| ∆ln GPUSt–5 | 4.2 | ln MEUSt–1 | 4.2 | |
| ∆ln YUSt | 1.3 | ln YUSt–1 | 1.3 | |
| ∆ln RSUSt | 1.7 | ln RSUSt–1 | 7.4 | |
| ∆ln RSUSt–1 | 2.0 | ln OPt–1 | 6.0 |
| Parameters | Coefficients | Standard errors |
| A) Short-run parameters | ||
| Constant | –1.804 | 1.227 |
| ∆ln GPUSt–1 | 0.377** | 0.152 |
| ∆ln GPUSt–2 | 0.481*** | 0.140 |
| ∆ln GPUSt–3 | 0.463*** | 0.140 |
| ∆ln GPUSt–4 | 0.164 | 0.134 |
| ln MEUSt | 0.266* | 0.139 |
| ∆ln YUSt | –0.025** | 0.010 |
| ∆ln RSUSt | –0.497 | 0.555 |
| ∆ln RSUSt–1 | –0.120 | 0.597 |
| ∆ln RSUSt–2 | 1.071* | 0.564 |
| ∆ln RSUSt–3 | –1.148** | 0.546 |
| ∆ln OPt | –0.122 | 0.089 |
| B) Long-run parameters | ||
| Constant | –1.816* | 0.995 |
| ln MEUSt–1 | 0.268*** | 0.102 |
| ln YUSt–1 | –0.025** | 0.010 |
| ln RSUSt–1 | 0.685** | 0.291 |
| ln OPt–1 | 0.076** | 0.035 |
| ECMt –1 | –0.993*** | 0.148 |
| C) Diagnostics tests | Probability | |
| Adj. R2 | 0.531 | |
| Jarque-Bera | 3.596 | 0.166 |
| LM – Stat. (BG test), F (3, 38) | 1.286 | 0.293 |
| Heteroskedasticity (Harvey-test) F (14, 41) | 0.627 | 0.827 |
| Heteroskedasticity (ARCH-test) F (1, 53) | 0.692 | 0.409 |
| Ramsey RESET (F-test), F (3, 38) | 1.879 | 0.150 |
| CUSUM | Stable | |
| CUCUMSQ | Stable | |
In the short run, our results reveal that the effect of MEUSt on GPUSt is instantaneous positive and statistically significant at the 6% level. It assures the existence of a Granger causality running from MEUSt to GPUSt. Also, the YUSt impacts GPUSt negatively and immediately at a significance level of 3%. The effect of RSUSt on GPUSt is statistically significant, but its influence swings between positive and negative signs with a time lag. On the contrary, the short-run influence of POt on GPUSt is statistically insignificant. In the co-integration analysis, the long-run link among the variables under inspection communicates more accurate facts about the core of this association. Usually, the short-run connection among the variables transfers recent data on the core of the relation. Over the short run, nations may coordinate and cooperate, adding new information to the relationship, thus adjusting the responsiveness of geopolitical uncertainty to changes in the explanatory variables.
In the long run, the statistically significant negative parameter of the ECMt, Table
| Variable | Chi-sq | df | Prob. |
| Dependent variable: ln GPUSt | |||
| ln MEUSt | 7.348 | 2 | 0.0254 |
| Dependent variable: ln MEUSt | |||
| ln GPUSt | 3.146 | 2 | 0.207 |
As for the long-run explanatory variables, the results are similar to the short-run with some improvement. The outcomes in Table
The long-run effect of MEUSt is consistent with its influence in the short run. This end result presents MEUSt as a driver and controller to GPUSt. This outcome is consistent with the empirical findings of
Within the same framework, the recent empirical works (
Examining the nexus between geopolitical risk and military expenditure was not profoundly explored over the past period. The absence of a well-published proxy for geopolitical risk was the fundamental reason for such a deficiency. Additionally, the previous empirical research considered one direction assumption, which is that military expenditure relies on wars, clashes, and political instability. Recently, the work of
Our paper argues that a developed dominant nation, such as the US, with massive economic and military power and international economic and political lobbying, can create international geopolitical waves to accomplish its international hegemony’s strategic goals. For this reason, the US is the best model to produce conclusions from its behavior on such a crucial topic. For this reason, we assume that if the causality moves from military spending to geopolitical risk, it is a sign that economic resources motivate geopolitical risk. Thus, it is part of the US hegemony strategic plan. Alternatively, geopolitical risk is part of resource allocation and can be controlled, directed, and mitigated. Nevertheless, if the causality goes from geopolitical risk to military spending, it means that geopolitical risk is not part of the resource allocation or an unplanned event. Thus, geopolitical risk denotes an external shock and requires military action and power to resist it.
We create a theoretical context, construct an econometric model, and compute its coefficients by applying the ARDL approach to examine our paper’s hypothesis. This methodology is helpful for the current study because it calculates short-run parameters, long-run coefficients, and an error correction term. Additionally, a cointegration relation among the variables means the validity of a Granger causality link between the explanatory and dependent variables. Besides, the current paper performs the pairwise Toda–Yamamoto causality test between the US geopolitical risk and the US military expenses as a ratio to GDP.
The ARDL model results illustrate that the relationship between geopolitical risk and military expenses is unidirectional causality. It moves from military expenditure to geopolitical risk, but not in the opposite way. This finding supports our hypothesis that economic resources stimulate geopolitical risk. Hence, it is a consequence of resource allocation and can be controlled, directed, and mitigated. The detailed results show that the US military expenditure significantly and positively impact the US geopolitical risk. Moreover, the share of the US resources to the world resources and oil prices significantly stimulate the US geopolitical risk, while the US real economic growth decreases it.
The conclusion of our paper leads to exciting policy implications. First, it is obvious that the US geopolitical risk is stimulated, controlled, and directed by resource allocation via military spending. Hence, reducing the US military budget will diminish geopolitical risk worldwide. Second, controlling geopolitical risk via limiting military expenditure will reduce the spillover effect among countries, mainly those bordered nations. Third, the US expected military expenditure appears to be a good sign to predict the future geopolitical tensions around the world that may trigger an arms race and waste a significant portion of resources. Fourth, we claim that mitigating this kind of international tension is under the control of politicians and policymakers. It implies moving toward cooperation and coordination with other nations instead of increasing military equipment and tools to achieve strategic goals. Recall that the US geopolitical risk mimics the international geopolitical risk, as shown in Fig. 1. It has been confirmed that geopolitical uncertainties have broad negative consequences on the various nations’ economic activities and sectors. We strongly believe that accumulating military tools will harm the international economy via two channels. First, reallocating the economic resources toward the wrong or unproductive sectors. Second, generating more international geopolitical risk or institutional uncertainty has additional negative impacts on the international economy.
The limitation of our study is the missing empirical works that investigate the determinants of geopolitical risk including military expenditure. More precisely, the empirical studies that explored the effect of military expenditure on geopolitical risk by using
The author would like to thank the editor and three anonymous referees of the Russian Journal of Economics for their valuable and helpful comments. The author is responsible for any remaining errors.
Geopolitical risk and military expenditures
Data type: Table
Explanation note: This paper seeks to understand the relationship between geopolitical risk (GPR) and military expenditures (ME) in the US. The results show that the relationship between them is unidirectional causality and runs from ME to GPR. The data underpin the analysis reported in this paper.