The sustainability of fiscal policy in southern African countries–a comparative empirical perspective

Michał Mackiewicz (Faculty of Economics and Sociology, University of Lodz, Lodz, Poland)

International Journal of Emerging Markets

ISSN: 1746-8809

Article publication date: 29 April 2021

Issue publication date: 24 February 2023

1475

Abstract

Purpose

The purpose of the paper is to assess the fiscal sustainability of nine southern African countries that belong to the Southern African Development Community.

Design/methodology/approach

In this paper, the author performs a novel time-varying analysis of fiscal sustainability in southern African countries.

Findings

The authors found that in Zimbabwe and Namibia, the formal condition of solvency was not fulfilled, resulting in the explosive growth of debt during the recent slowdown. In contrast, Angola, Botswana and Malawi prove to run sustainable fiscal policies, and they were also fiscally invulnerable to the recent unfavourable economic developments in Africa. For the rest of the countries in the sample (Eswatini, Lesotho, South Africa and Zambia), the results are mixed.

Originality/value

In the existing literature, there is abundance of empirical evidence concerning fiscal sustainability in European and American countries. In contrast, there is strikingly little knowledge concerning this phenomenon in African countries. The authors tried to fill this gap using a novel, time-varying approach.

Keywords

Citation

Mackiewicz, M. (2023), "The sustainability of fiscal policy in southern African countries–a comparative empirical perspective", International Journal of Emerging Markets, Vol. 18 No. 2, pp. 337-350. https://doi.org/10.1108/IJOEM-06-2020-0696

Publisher

:

Emerald Publishing Limited

Copyright © 2021, Michał Mackiewicz

License

Published by Emerald Publishing Limited. This article is published under the Creative Commons Attribution (CC BY 4.0) licence. Anyone may reproduce, distribute, translate and create derivative works of this article (for both commercial and non-commercial purposes), subject to full attribution to the original publication and authors. The full terms of this licence may be seen at http://creativecommons.org/licences/by/4.0/legalcode


1. Introduction

Two recent recessions (one related to the world financial crisis and another, considerably more severe, related to the slowdown that started around 2015) raised concerns about the sustainability of fiscal policy in many African countries (Kassouri and Altıntaş, 2021). The majority of them experienced unprecedented rises in their debt-to-gross domestic product (GDP) ratio, calling into question their ability to accommodate major adverse economic shocks without diving into the payment crisis. Possible problems with fiscal sustainability are particularly growth-damaging in the context of developing countries since they may undermine the overall credibility of the ability to import capital, which may, in turn, result in abrupt capital outflows and outright economic depression.

On the other hand, the recent resurge of the fiscal theory of price level sheds new light on the unsustainable fiscal policy. According to an important strand of the literature, following the works of Davig and Leeper (2011), what was previously “unsustainable” is now sometimes viewed as an active fiscal policy that may, under some circumstances (such as the zero lower bound interest rate problem), replace monetary policy as the economy's nominal anchor.

Surprisingly, despite the growing importance of African countries in the world economy, the body of research concerning their fiscal sustainability remains surprisingly scarce. There are some works concerning a few, selected countries, including Kenya (Mutuku, 2015; Ikikii, 2017; Nganga et al., 2018; Makau et al., 2018 and Irungu et al., 2019), Algeria (Chibi et al., 2015), Nigeria (Adeosun and Adedokun, 2019), South Africa (Burger et al., 2012) and Zimbabwe (Mupunga and le Roux, 2015, 2016). There is, however, a shortage of studies for multiple (sub-Saharan) African countries. This is a surprising shortcoming since, according to Awdeh and Hamadi (2019) and Nuru and Gereziher (2021), fiscal insolvency can pose a significant threat to economic development. On the other hand, there are important studies available that use a similar methodology to what has been widely used to analyse fiscal sustainability, i.e. estimating the parameters of the fiscal reaction function to model the behaviour of fiscal authorities in African countries. Notable works include those of Agoba et al. (2019), Burger et al. (2012), Paret (2017), Lledó and Poplawski-Ribeiro (2013), Naraidoo and Raputsoane (2015), Calderón and Nguyen (2016), Konuki and Villafuerte (2016), Bouzana et al. (2018), Jalles (2017), Ouedraogo and Sourouema (2018) and Battersby and Lienert (2021). However, the main focus of those studies was on the cyclical properties of fiscal policy, such as the phenomenon of procyclicality, rather than assessing fiscal sustainability.

In this paper, we examine the fiscal solvency of nine African countries that constitute the Southern African Development Community. We argue that the available body of research is insufficient since it applies mostly the time-invariant approach to fiscal policy. As a result, in most studies, researchers present results that are averaged over some unrealistically long time. Treating fiscal solvency as something that either holds or fails to hold for many decades seems to contradict the available theory from the field of political economy (see Best et al., 2020, for recent advancements in this field). Different governments, with varying political agendas, may have fundamentally different approaches to fiscal policy. Hence, using a time-varying approach is a considerably more promising approach than averaging the parameters of fiscal reaction function over the whole sample. In this paper, we apply the state-space representation of fiscal policy and allow fiscal sustainability to be variable rather than constant characteristics of the fiscal stance. Using this approach, we show that, indeed, the overall picture is mixed: while for three countries (Angola, Botswana and Malawi) the formal condition of fiscal sustainability is met, for two other countries (Zimbabwe and Namibia), the lack of long-term solvency is coupled with recent episodes of explosive debt growth. For the rest of the sample, the picture is not clear and requires further research.

In the following section, we present a brief review of the literature, with a special focus on the fundamental assumptions underlying the testing procedures. In the third section, we present an argument in favour of treating fiscal sustainability as time-varying rather than permanent characteristics of the economy. The fourth section presents the results of the empirical assessment of fiscal solvency for the group of nine southern African countries. The last section concludes.

2. Fiscal sustainability–review of the literature

Fiscal sustainability can be defined as the ability of the public sector to fulfil its financial obligations in a timely manner (Quintos, 1995; Bohn, 2005). This means that the public sector satisfies the intertemporal budget constraint, according to which the current value of the expected primary surpluses equals the present public debt. This condition (as a percentage of GDP) can be expressed as:

(1)bt=k=0e(rg)kEt(ht+kgt+k),
where bt, ht and gt denote the ratio of debt, revenues and primary expenditures, respectively, to GDP, g is the long-run GDP growth rate, and r is the long-run interest rate [1]. (1) is equivalent to the current value of the public debt being convergent to 0:
(2)limse(rg)sEtbt+s=0,
which is the transversality condition of the intertemporal decision problem of the public sector. A number of methods have been used in the literature to test whether this transversality condition is met.

Historically, Hamilton and Flavin (1986) were the first to show that the stationarity of public debt can be viewed as a sustainability condition, since the exponential decay term limse(rg)s algebraically dominates the mean-reverting debt term in (2). This approach was then followed by several authors, including Kremers (1989), Trehan and Walsh (1991), Hakkio and Rush (1991), Corsetti and Roubini (1991), Buiter and Patel (1992), MacDonald (1992), Artis and Marcelino (1998), De Castro and De Cos (2002), and Bravo and Silvestre (2002). Besides the standard augmented Dickey–Fuller (ADF) test, a number of different tests are commonly used to examine the stationarity of deficit and debt, including the Phillips–Perron test (1988), the Kwiatkowski et al. test (1992), the Elliott, Rothenberg and Stock Point Optimal test (1996), as well as the Ng and Perron test (2001).

Despite its popularity, this approach suffers from important shortcomings. Bohn (2005) presented formal proof that the exponential decay dominates the debt term if the latter is of any finite order. Hence, testing for debt stationarity presents only a sufficient, but not a necessary condition for fiscal solvency. Another problem is more of an empirical nature: it is widely recognised that stationarity tests suffer from low power in short samples (see, e.g. DeJong et al., 1992). This issue is particularly serious in the context of fiscal data since the recorded history of fiscal variables rarely covers more than 50 years. Also, a simple univariate approach tells us little about the underlying mechanisms of achieving fiscal sustainability. As pointed out by Alesina et al. (1998), there are important differences in the effectiveness of fiscal consolidations that depend on their reliance on the revenue or expenditure sides of the budget.

In order to at least partially address these problems, some authors used a cointegration analysis as a test of fiscal sustainability. MacDonald and Speight (1990) and MacDonald (1992) were the first to analyse the cointegration relationship between debt and deficit. This approach was also followed by Artis and Marcelino (1998). The presence of such a long-run cointegration relationship was deemed proof of fiscal solvency. Hakkio and Rush (1991) tested cointegration between revenues and total expenditures to check fiscal sustainability. This approach was widely followed by, among others, Tanner and Liu (1994), Haug (1995), Quintos (1995), Afonso (2005) and Marinheiro (2006). Several authors (including Ahmed and Rogers, 1995 and Claeys, 2007) extended this approach and tested for the presence of a cointegrating relationship between revenues, primary expenditures and interest payments.

To overcome the problem of the low power of the tests, many authors used panel models, since they make it possible to work on many more data points. Claeys (2007) was among the first to apply panel stationarity and cointegration tests as a tool to assess fiscal sustainability in the European Union (EU). Adedeji and Thornton (2010) performed an analysis for a panel of Asian countries, Campo-Robledo and Melo-Velandia (2015) for Latin America, while Mahdavi and Westerlund (2011) performed a similar assessment on a regional level for a panel of American states. While these methods truly allow the use of larger samples, thus potentially increasing the power of the tests, they raise the issue of panel homogeneity. Most methods test a null of integration against the alternative of stationarity of at least one entity in the panel. Thus, a test that rejects the null hypothesis does not necessarily mean sustainability in all countries–instead, it means that fiscal policy is sustainable in at least one country.

An important weakness that panel analyses of fiscal sustainability commonly suffer from is that clustering different countries in one panel often lacks firm theoretical foundations. The authors of the cited papers rarely explain why they chose to treat such diverse economic agents, such as the governments of different countries, as if they behaved (almost) the same way and could thus be modelled using a single behavioural equation.

In order to address the problem of the non-conclusiveness of fiscal sustainability tests, Henning Bohn, in a series of papers (1998, 2007, 2008), proposed an approach that relies on estimating the parameter of the so-called fiscal reaction function (FRF). The FRF is a behavioural equation whose objective is to model the fiscal surplus (or, alternatively, debt growth) as a function of different independent variables, suggested by the theory of political economy and public choice. It can be viewed as a fiscal analogue to the monetary Taylor rule. Typically, it takes the form:

(3)st=α0+ρbt1+αxt+εt,
where s is a measure of the surplus (or deficit) of either central or general government, b is debt, and x is a vector of other important determinants of fiscal stance, such as inflation and one-off revenues. In order to use the FRF as a tool to assess fiscal sustainability, Bohn (1998) proposed using primary surplus as the dependent variable. He presented formal proof that the estimated sign of parameter ρ is then decisive for fiscal sustainability: for any ρ>0, public finances are sustainable. Moreover, if the relationship between debt and surplus is linear, this condition also becomes a necessary one (in contrast to the integration approach, where it is only sufficient), since if this parameter is zero or positive, this process generates an explosive debt series, with a rate that is sufficient to violate (2). The condition of linearity is important in this context since, for a non-linear relationship, sustainability may hold even if this condition is not met. Bohn (2007) points to a case when ρ=0 initially but turns positive when debt exceeds some finite level. Such behaviour of fiscal authorities is consistent with the condition of sustainability, even though the locally positive relationship between surplus and debt may not be observed.

A large group of researchers soon followed this approach. For example, it was used by Jayawickrama and Abeysinghe (2007) to test the sustainability of US public finances, by Ballabriga and Martinez-Mongay (2005) to analyse EU public finances, by Claeys (2006), Giannitsarou and Scott (2006), and Mendoza and Ostry (2008) to test sustainability for a panel of OECD countries, by Greiner et al. (2007) to test fiscal stability in Germany, and by Haber and Neck (2006) to analyse Austrian public finances. Still, this approach suffers from at least two weaknesses. First, by treating the sample as a whole, it may fail to detect short-lived episodes of fiscal insolvency. We argue in this paper that this is a fundamental flaw that undermines the economic sense of using this method. Second, while it is certainly a step in the right direction, this method still fails to provide a decisive test for fiscal sustainability, i.e. it is possible that parameter ρ is not only non-constant over time but that it takes different values depending on the level of debt. Bohn (2007) points to a case where this parameter is zero for lower levels of debt while taking positive values for higher levels. In this case, sustainability would be ensured even when a quantitative relationship between debt and surplus (i.e. ρ>0) would be non-detectable in “normal” times of relatively low levels of public debt.

3. Empirical methods

Although several of the cited scholars chose to allow for the time-varying behaviour of the fiscal authorities, a dominant strand of the literature treats fiscal sustainability as a permanent characteristic of the economy (Bystrov and Mackiewicz, 2020). Fiscal policy is tested to be either sustainable or unsustainable over the whole sample, which can be anywhere between a few decades to over two hundred years (as in the case of two countries with the longest recorded fiscal history, i.e. the US and the UK). However, this approach suffers from an important inconsistency. We argue that potential fiscal unsustainability over such long periods would be inconsistent with the long-run rationality of fiscal authorities, voters and lenders.

For a moment, consider the unrealistic scenario of a long-run fiscal policy violating the solvency condition (3). In line with the reasoning presented by Bohn (2007), it is not sufficient that debt is tested to be integrated of order one or higher. For public finances to be unsustainable, the debt-to-GDP ratio would need to follow an explosive path, at an average growth rate greater or equal to rg. If it grows with a rate of exactly rg, this is a special case when the government does not pay any interest, hence keeping the zero-primary balance. Any negative primary balance results in a growth rate of debt that exceeds rg.

However, running such a policy, in the long run, is not solely the decision of a government. In a democracy, it needs the support of voters, who should be nearly indifferent to fiscal problems. This means that voters should systematically fail to recognise the risk of a fiscal crisis (also in the long run). Moreover, to provide financing for such a policy, lenders should also be myopic enough to ignore the risk of eventual default. Both assumptions are hard to reconcile with the rational behaviour of voters and investors, particularly in the long run.

Modelling fiscal policy as a time-invariant phenomenon encounters yet another problem, rooted in political economy. A number of studies confirm a strong connection between election outcomes and fiscal policy (for example, see Tiganas and Peptine, 2012 for a thorough review of the literature on the political business cycle). In the light of this literature, it is a far-fetched simplification to assume that fiscal policy is invariant to election outcomes. Another strand of the literature shows that fiscal institutions have a strong impact on a fiscal programme (see von Hagen, 1992; Alesina et al., 1996; Wyplosz, 2005). While fiscal institutions change slowly and infrequently, they do change, and it is implausible to assume that this process has no impact on fiscal sustainability. Hence, fiscal sustainability is, in general, not a characteristic that would remain constant over decades. If this is the case, an analysis of long-run fiscal sustainability based on a time-invariant model involves unjustified averaging over different fiscal regimes. Some of these regimes are likely to be sustainable, while others can truly violate the intertemporal solvency condition.

This calls for a set of methods that would allow sustainability to be a transitory rather than a permanent characteristic of the behaviour of fiscal authorities. Indeed, the time-varying models of fiscal policy have been applied in a few studies so far. Cipollini (2001) used a model with smooth transition error correction, while Arestis et al. (2004) applied threshold regression to assess fiscal sustainability in the US. A fiscal reaction function with Markov switching was estimated in a series of papers by Leeper et al. (2010), Davig and Leeper (2011), and Bi and Leeper (2013). Using this approach, they were able to distinguish between sustainable and unsustainable fiscal policies in US history. Another way to allow for time-varying parameters was to apply models with one or multiple structural breaks. Afonso (2005) and Afonso and Jalles (2012) combined this approach with panel models in order to assess fiscal sustainability in EU countries [2].

However, so far, these methods have been applied almost purely to a few highly developed countries with long available recorded fiscal history, such as the United States, United Kingdom or Sweden (Bystrov and Mackiewicz, 2020). In this paper, we extend their use to a group of southern African countries to analyse if there have been any serious episodes of unsustainability in recent history and, in particular, how they responded to the two most recent economic slowdowns that might result in severe fiscal problems.

One of the widely applied methods to tackle the task of estimating models with time-varying parameters is the use of Kalman filters. This method, first developed by Swerling (1959) and Kalman (1960), has been widely applied in fields such as navigation and global positioning (Kaplan and Hegarty, 2005; Strang and Borre, 1997), robotics (Roumeliotis and Bekey, 2000), fault detection (Isermann, 1984) and computer vision (Ridder et al., 1995). Harvey (1990) showed its applications in the area of econometrics and time-series analysis. It makes it possible to model complex time series with unprecedented flexibility, including multiple latent random variables and time-varying regression parameters. Its application requires the underlying economic model to be presented in the so-called state-space form (Harvey et al., 2005).

(4)yt=Bxt+vt,
(5)xt+1=Axt+nt,
where (4) is the so-called observation equation with the vector of observable variables yt and (5) is the state equation that describes the evolution of a vector of latent variables xt. The task to assess fiscal sustainability in a manner that would allow the parameter ρ to vary over time, for each country i independently, requires the following set of equations to be specified:
(6)sit=αi+ρitbi,t1+βiyˆit+γiyˆi,t1+εit,
(7)ρit=ρi,t1+ξit,
where εitIID(0,σi2), ξitIID(0,ϖi2), and yˆit denotes the output gap.

Both fiscal surplus and debt are expressed as a per cent of GDP, while the output gap is expressed as a per cent of potential GDP. In order to ensure the stock-flow relationship that is required for (2) to be a condition for sustainability, we used the definition of sit=Δbi,t.

4. Data and empirical results

The data on public debt refer to central government debt expressed as per cent of GDP and come from the Global Debt database provided by the International Monetary Fund (Mbaye et al., 2018). The data on GDP come from the Penn World Table 9.1 (Feenstra et al., 2015) and were used to calculate the output gap. Following Seetharam and Britten (2015), among others, we calculated the output gap using the Hodrick–Prescott filter with the smoothing parameter set in accordance with the Ravn-Uhlig rule for annual data [3]. Due to its short recorded history of 17 years of fiscal policy, we decided to omit Mozambique (which also formally belongs to the Southern African Development Community), which left us with a group of nine countries.

Table 1 presents the basic summary statistics of our data. The analysed countries differ considerably both in terms of the level of public debt and their variability. The ratio of public debt to GDP turned out to be a non-stationary variable, which is consistent with the smoothing behaviour of fiscal authorities (Barro, 1979). On the other hand, the output gap is, as expected, a stationary variable with zero mean and standard deviation that equals several percentage points.

Table 2 presents the results of the estimation of equations (6) and (7) performed using the Kalman filter. Since the values of ρˆit, which is a parameter of interest in our study, change every year, we decided to present them graphically (Figure 1). In addition to the values of estimated ρˆit, it also shows the public debt-to-GDP ratio. Due to the existing stock-flow relationship between left- and right-hand variables, the calculated t statistic does not have the student distribution; hence, the standard confidence interval would be biased–too narrow, due to underestimated variance. Thus, in order to calculate the 5% confidence intervals for ρˆit that are presented in Figure 2, we decided to use the critical values of the τ distribution.

There are several major findings that can be observed from our estimation results. First, with some exceptions, the estimated values of parameter ρit remained relatively stable over the sample. This is particularly surprising since recent times have been particularly shaky in terms of fiscal and economic conditions, resulting in the growth of debt in many African countries. Among the analysed countries, only South Africa has recently presented clear signs of diminishing fiscal sustainability. In the case of Namibia and Zimbabwe, similar tendencies are also visible, although they are much shorter-lived and less pronounced, at least in relative terms.

Of the analysed countries, Zimbabwe and Namibia can be classified as having outright problems with fiscal sustainability. In recent years, in both cases, the value 0 lies within the 5% confidence interval. This means that for conventional significance levels, there is a chance that ρit may be zero, which means a possible violation of the transversality condition (2). The indicator of fiscal sustainability has also had a subtle downward trend in the last few years, creating bad prospects for the future. In these two countries, the level of public debt has also reached unprecedented levels in the last few years, which, together with the estimated values of ρit, raises clear concerns about fiscal sustainability in these countries.

Lesotho, despite not formally fulfilling the sustainability condition, turned out to be a borderline case. While ρit was not above 0 in a statistically significant way during most of the sample, the recent trends are certainly promising. A subtle yet noticeable positive trend in ρit could be observed, rendering the lower bound of the confidence interval slightly above 0 in the last few years of the sample. The country managed not only to cut its debt considerably after 2000 but also to sustain this downward trend after 2010, during the years of the crisis. Hence, it seems justified to consider fiscal policy in Lesotho as currently sustainable, although the definite classification is yet to be seen.

For the other six countries in our sample–Angola, Botswana, Eswatini, Malawi, South Africa and Zambia–the estimation results are considerably more promising. In all cases, zero lies clearly outside the 5% confidence interval, which is a strong case for the sustainability of fiscal policies in these countries. However, this picture is not complete without supplementing it with the dynamics of public debt. Among this group of countries, Angola, Botswana and Malawi have managed to curb the growth of public debt-to-GDP ratio in recent years, despite the unfavourable conditions for fiscal policy in Africa in general. In contrast, Eswatini, South Africa and Zambia are countries where an explosive growth of debt can be observed within the same period. Hence, in this last group of countries, the results are mixed. Our interpretation is that while these countries historically have been characterised by a sustainable fiscal policy (as indicated by estimation results based on the full sample), their most recent fiscal performance is questionable. It is yet to be seen if these unfavourable changes remain on-off or turn into trends that can, over time, also negatively affect the degree to which the formal condition of sustainability is fulfilled.

5. Conclusions

Our analysis shows that the group of southern African countries–members of the Southern African Development Community–is surprisingly heterogeneous in terms of fiscal policy sustainability. Our results show that while fiscal regimes fluctuated in the past, within the last ten years, the picture in each country remains stable.

For two countries, the results are consistently negative: in both Namibia and Zimbabwe, we observed no reaction of fiscal surplus to the level of public debt that would ensure sustainability. As a result, their ratio of public debt to GDP has skyrocketed in recent years, and it may require serious fiscal efforts before it returns to more acceptable levels. On the other end of the sustainability continuum are three countries with reputable fiscal histories: Angola, Botswana and Malawi. In these countries, the fiscal policy proves to react to the changing economic environment in a way that prevents the level of debt from exploding, thus ensuring that the fiscal solvency holds. During the recent economic slowdown, they managed to curb their debt growth or even, in the case of Botswana, reduce the level substantially. The other four countries present a mixed picture. Lesotho proves to have an excellent recent history of debt reduction, while its fiscal reaction parameter reached a sustainable level only in the last few years. The opposite is true of Eswatini, South Africa and Zambia. In these countries, the formal condition of fiscal sustainability is met, yet it has been coupled with the rapid growth of public debt in the most recent period. Hence, the ability of the fiscal authorities in these countries to restore moderate levels of public debt is open to question.

In this study, we used the theoretical approach that views fiscal sustainability as a variable rather than a permanent property of fiscal policy. While this approach is not entirely new, it has been largely neglected in most previous studies on fiscal sustainability. Treating fiscal solvency as a constant property of fiscal policy seems to find little support in the available studies on political economy. Successive governments may (and often do) have different policy objectives and, therefore, different approaches to maintaining a good fiscal stance. As a result, fiscal sustainability, although itself a long-term feature of fiscal policy, may vary from year to year. Therefore, a flexible approach to measuring it seems to be more sound and better rooted in available political and economic theory than the bulk of the available research.

5.1 Limitations of the study

In this paper, we have tried to provide insight into the fiscal sustainability of African countries. However, our analysis has certain limitations that come from data availability and the choice of method. Because of the lack of data regarding spending on interest on public debt during the whole period, we were unable to use the primary surplus as the left-hand side of the fiscal reaction function, as suggested by Bohn (2007). Instead, we decided to use debt growth, which makes our sustainability test a sufficient rather than a necessary condition for fiscal solvency. However, it should be noted that, since we performed the estimation for variables expressed in per cent of GDP terms, the difference is small, since it amounts to (rtgt)bt1, where g denotes the nominal GDP growth rate and r is the nominal interest rate. In a dynamically efficient economy, this difference is positive, yet small on average. It should be expected that performing the same test using the primary surplus (rather than a decrease of debt) could bring less stringent results, i.e. more countries could be viewed as fiscally sustainable. In particular, this refers to the group of four countries for which the results of our tests were not clear.

Also, in our study, we used a univariate approach; thus, we did not make use of possibly valuable information concerning the composition of fiscal adjustments. This was due to the fact that the available time series on public debt was considerably longer than that for fiscal surplus, revenues and expenditures. However, should such data become available, performing a detailed analysis of revenue and expenditure roots of fiscal developments is a promising avenue for further research.

Figures

Estimated reaction parameter of fiscal policy to levels of public debt

Figure 1

Estimated reaction parameter of fiscal policy to levels of public debt

Public debt in the Southern African development community, % of GDP, unweighted average

Figure 2

Public debt in the Southern African development community, % of GDP, unweighted average

Summary statistics

CountryNDebt to GDP, %Output gap, %
MeanS.D.ADFMeanS.D.ADF
Angola230.760.54−2.77*0.000.07−2.74*
Botswana460.190.11−2.490.000.05−3.69***
Eswatini470.160.04−1.660.000.06−4.61***
Lesotho470.520.30−1.480.000.07−3.61***
Malawi470.560.29−2.260.000.04−4.79***
Mozambique190.710.32−0.830.000.04−3.80***
Namibia290.230.08−2.170.000.03−2.88**
South Africa470.370.07−0.400.000.02−3.58**
Zambia470.390.56−2.440.000.03−4.02***
Zimbabwe470.380.16−0.180.000.10−2.56

Note(s): Levels of statistical significance: *p < 0.1, **p < 0.05, ***p < 0.01

Estimated coefficients

Countryαˆiβˆiγˆiσˆi2
Angola−0.0580.895−3.3200.017
Botswana−0.0220.165−0.2820.001
Eswatini−0.048−0.0690.0520.011
Lesotho−0.187−2.689−3.4930.026
Malawi−0.0931.475−1.7410.021
Mozambique−0.031−0.2250.0710.002
Namibia−0.0480.106−0.1020.001
South Africa−0.0230.616−0.4910.001
Zambia−0.1061.027−0.4630.129
Zimbabwe−0.0170.346−0.0320.003

Notes

1.

It is worth noting that this solvency condition makes sense only in a dynamically efficient economy, where rg>0.

2.

Paparas et al. (2015) provide a more comprehensive review of the recent studies.

3.

For comparison, we also performed estimations using the Christiano–Fitzgerald filter when calculating the output gap. The results were very similar and hence have not been reported here.

References

Adedeji, O.S. and Thornton, J. (2010), “Fiscal sustainability in a panel of Asian countries”, Applied Economics Letters, Vol. 17, pp. 711-715.

Adeosun, O.A. and Adedokun, S.A. (2019), “Fiscal reaction functions and public debt sustainability in Nigeria: an error correction mechanism approach”, International Journal of Public Policy and Administration Research, Vol. 6 No. 2, pp. 116-132.

Afonso, A. (2005), “Fiscal sustainability: the unpleasant European case”, FinanzArchiv, Vol. 61 No. 1, pp. 19-44.

Afonso, A. and Jalles, J.T. (2012), “Revisiting fiscal sustainability: panel cointegration and structural breaks in OECD countries”, Working Paper 1465, European Central Bank.

Agoba, A.M., Abor, J.Y., Osei, K., Sa-Aadu, J., Amoah, B. and Dzeha, G.C.O. (2019), “Central bank independence, elections and fiscal policy in Africa: examining the moderating role of political institutions”, International Journal of Emerging Markets, Vol. 14 No. 5, pp. 809-830.

Ahmed, S. and Rogers, J. (1995), “Government budget deficits and trade deficits. Are present value constraints satisfied in long-term data?”, Journal of Monetary Economics, Vol. 36 No. 2, pp. 351-374.

Alesina, A., Hausmann, R., Hommes, R. and Stein, E. (1996), “Budget institutions and fiscal performance in Latin America”, Working Paper 5586, National Bureau of Economic Research.

Alesina, A., Perotti, R., Tavares, J., Obstfeld, M. and Eichengreen, B. (1998), “The political economy of fiscal adjustments”, Brookings Papers on Economic Activity, Vol. 1, pp. 197-266.

Arestis, P., Cipollini, A. and Fattouh, B. (2004), “Threshold effects in the US budget deficit”, Economic Inquiry, Vol. 42, pp. 214-222.

Artis, M. and Marcellino, M. (1998), “Fiscal solvency and fiscal forecasting in Europe”, CEPR Discussion Paper 1836.

Awdeh, A. and Hamadi, H. (2019), “Factors hindering economic development: evidence from the MENA countries”, International Journal of Emerging Markets, Vol. 14 No. 2, pp. 281-299.

Ballabriga, F.C. and Martinez-Mongay, C. (2005), “Sustainability of EU public finances, european economy”, Economic Paper 225.

Barro, R.J. (1979), “On the determination of the public debt”, Journal of Political Economy, Vol. 87 No. 5, pp. 940-971.

Battersby, B. and Lienert, I. (2021), Macro-Fiscal Management Practices in Eastern and Southern Africa, International Monetary Fund, Washington.

Best, J., Hay, C., LeBaron, G. and Mügge, D. (2020), “Seeing and not-seeing like a political economist: the historicity of contemporary political economy and its blind spots”, New Political Economy, pp. 1-12.

Bi, H. and Leeper, E. (2013), “Analyzing fiscal sustainability”, Working Paper, Bank of Canada, pp. 2013-2027.

Bohn, H. (1998), “The behavior of US public debt and deficits”, Quarterly Journal of Economics, Vol. 113 No. 3, pp. 949-963.

Bohn, H. (2005), “The sustainability of fiscal policy in the United States”, Working Paper, CESifo, p. 1446.

Bohn, H. (2007), “Are stationarity and cointegration restrictions really necessary for the intertemporal budget constraint?”, Journal of Monetary Economics, Vol. 54, pp. 1837-1847.

Bohn, H. (2008), “The sustainability of fiscal policy in the United States”, in Neck, R. and Sturm, J. (Eds), Sustainability of Public Debt, MIT Press, pp. 15-49.

Bravo, A. and Silvestre, A. (2002), “Intertemporal sustainability of fiscal policies: some tests for European countries”, European Journal of Political Economy, Vol. 18 No. 3, pp. 517-528.

Buiter, W. and Patel, U.R. (1992), “Debt, deficits and inflation: an application to the public finances of India”, Journal of Public Economics, Vol. 47, pp. 171-205.

Burger, P., Stuart, I., Jooste, C. and Cuevas, A. (2012), “Fiscal sustainability and the fiscal reaction function for South Africa: assessment of the past and future policy applications”, South African Journal of Economics, Vol. 80 No. 2, pp. 209-227.

Bystrov, V. and Mackiewicz, M. (2020), “Recurrent explosive public debts and the long-run fiscal sustainability”, Journal of Policy Modeling, Vol. 42 No. 2, pp. 437-450.

Calderón, C. and Nguyen, H. (2016), “The cyclical nature of fiscal policy in sub-Saharan Africa”, Journal of African Economies, Vol. 25 No. 4, pp. 548-579.

Campo-Robledo, J. and Melo-Velandia, L. (2015), “Sustainability of Latin American fiscal deficits: a panel data approach”, Empirical Economics, Vol. 49 No. 3, pp. 889-907.

Chibi, A., Chekouri, S.M. and Benbouziane, M. (2015), “Assessing fiscal sustainability in Algeria: a nonlinear approach”, Working paper, ERF, p. 962.

Cipollini, A. (2001), “Testing for government intertemporal solvency: a smooth transition error correction model approach”, The Manchester School, Vol. 69, pp. 643-55.

Claeys, P. (2006), “Policy mix and debt sustainability: evidence from fiscal policy rules”, Empirica, Vol. 33, pp. 89-112.

Claeys, P. (2007), “Sustainability of EU fiscal policies: a panel test”, Journal of Economic Integration, Vol. 22 No. 1, pp. 112-127.

Corsetti, G. and Roubini, N. (1991), “Fiscal deficits, public debt and government solvency: evidence from OECD countries”, Working Paper, NBER, p. 3658.

Davig, T. and Leeper, E.M. (2011), “Monetary-fiscal policy interactions and fiscal stimulus”, European Economic Review, Vol. 55 No. 2, pp. 211-227.

De Castro, F. and De Cos, P.H. (2002), “On the sustainability of the Spanish public budget performance”, Hacienda Pública Española, IEF, Vol. 160 No. 1, pp. 9-28.

DeJong, D.N., Nankervis, J.C., Savin, N.E. and Whiteman, C.H. (1992), “Integration versus trend stationarity in time series”, Econometrica, Vol. 60 No. 2, pp. 423-433.

Elliott, G., Rothenberg, T.J. and Stock, J.H. (1996), “Efficient tests for an autoregressive unit root”, Econometrica, Vol. 64 No. 4, pp. 813-836.

Feenstra, R.C., Inklaar, R. and Timmer, M.P. (2015), “The next generation of the Penn world table”, The American Economic Review, Vol. 105 No. 10, pp. 3150-3182, available at: www.ggdc.net/pwt.

Giannitsarou, C. and Scott, A. (2006), “Inflation Implications of rising government debt”, Working Paper 12654, National Bureau of Economic Research.

Greiner, A., Koeller, U. and Semmler, W. (2007), “Debt sustainability in the European Monetary Union: theory and empirical evidence for selected countries”, Oxford Economic Papers, Vol. 59 No. 2, pp. 194-218.

Haber, G. and Neck, R. (2006), “Sustainability of Austrian public debt: a political economy perspective”, Empirica, Vol. 33, pp. 141-154.

Hakkio, G. and Rush, M. (1991), “Is the budget deficit ‘too large?’”, Economic Inquiry, Vol. 29 No. 3, pp. 429-445.

Hamilton, J.D. and Flavin, M.A. (1986), “On the limitations of government borrowing: a framework for empirical testing”, The American Economic Review, Vol. 76 No. 4, pp. 808-819.

Harvey, A.C. (1990), Forecasting, Structural Time Series Models and the Kalman Filter, Cambridge University Press, Cambridge.

Harvey, A.C., Koopman, S.J. and Shephard, N. (2005), State Space and Unobserved Component Models: Theory and Applications, Cambridge University Press, Cambridge.

Haug, A.A. (1995), “Has federal budget deficit policy changed in recent years?”, Economic Inquiry, Vol. 33 No. 1, pp. 104-118.

Ikikii, S.M. (2017), “Fiscal policy reaction function for Kenya”, Developing Country Studies, Vol. 7 No. 6, pp. 12-18.

Irungu, W.N., Chevallier, S. and Ndiritu, S.W. (2019), “Regime changes and fiscal sustainability in Kenya”, Economic Modelling, Vol. 80, pp. 1-9.

Isermann, R. (1984), “Process fault detection based on modeling and estimation methods—a survey”, Automatica, Vol. 20 No. 4, pp. 387-404.

Jalles, J.T. (2017), “How do fiscal adjustments change the income distribution in emerging market economies?”, International Journal of Emerging Markets, Vol. 12 No. 2, pp. 310-334.

Jayawickrama, A. and Abeysinghe, T. (2007), “Sustainability of fiscal deficits: the U.S. experience 1929-2004”, National University of Singapore, Department of Economics, SCAPE Working Paper Series, 2007/01.

Kalman, R.E. (1960), “A new approach to linear filtering and prediction problems”, Journal of basic Engineering, Vol. 82 No. 1, pp. 35-45.

Kaplan, E. and Hegarty, C. (2005), Understanding GPS: Principles and Applications, Artech house, Norwood, MA.

Kassouri, Y. and Altıntaş, H. (2021), “Cyclical drivers of fiscal policy in sub-Saharan Africa: new insights from the time-varying heterogeneity approach”, Economic Analysis and Policy, Vol. 70, pp. 51-67.

Konuki, T. and Villafuerte, M. (2016), Cyclical Behavior of Fiscal Policy Among Sub-saharan African Countries, International Monetary Fund, Washington.

Kremers, J.J.M. (1989), “Federal indebtedness and the conduct of fiscal policy”, Journal of Monetary Economics, Vol. 23, pp. 219-238.

Kwiatkowski, D., Phillips, P.C.B., Schmidt, P. and Shin, Y. (1992), “Testing the null hypothesis of stationarity against the alternative of a unit root”, Journal of Econometrics, Vol. 54, pp. 159-178.

Leeper, E.M., Plante, M. and Traum, N. (2010), “Dynamics of fiscal financing in the United States”, Journal of Econometrics, Vol. 156 No. 2, pp. 304-321.

Lledó, V. and Poplawski-Ribeiro, M. (2013), “Fiscal policy implementation in sub-Saharan Africa”, World Development, Vol. 46, pp. 79-91.

MacDonald, R. (1992), “Some tests of the government's intertemporal budget constraint using US data”, Applied Economics, Vol. 24 No. 12, pp. 1287-92.

MacDonald, R. and Speight, A.E.H. (1990), “The intertemporal government budget constraint in the UK, 1961–1986”, The Manchester School, Vol. 58 No. 4, pp. 329-47.

Mahdavi, S. and Westerlund, J. (2011), “Fiscal stringency and fiscal sustainability: panel evidence from the American state and local governments”, Journal of Policy Modeling, Vol. 33 No. 6, pp. 953-969.

Makau, J., Ocharo, K. and Njuru, S. (2018), “Fiscal policy and public debt in Kenya”, IOSR Journal of Economics and Finance, Vol. 9 No. 5, pp. 12-24.

Marinheiro, C.F. (2006), “The sustainability of portugese fiscal policy from a historical perspective”, Empirica, Vol. 33, pp. 155-179.

Mbaye, S., Moreno-Badia, M. and Chae, K. (2018), “Global debt database: methodology and sources”, IMF Working Paper, International Monetary Fund, Washington DC.

Mendoza, E.G. and Ostry, J.D. (2008), “International evidence on fiscal solvency: is fiscal policy ‘responsible’?”, Journal of Monetary Economics, Vol. 55 No. 6, pp. 1081-1093.

Mupunga, N. and Le Roux, P. (2015), “Stochastic simulation analysis of sustainable public debt in Zimbabwe”, Journal of Economics and International Finance, Vol. 7 No. 5, pp. 98-111.

Mupunga, N. and Le Roux, P. (2016), “Analyzing the theoretical and empirical foundations of public debt dynamics in Zimbabwe”, Journal for Studies in Economics and Econometrics, Vol. 40 No. 1, pp. 95-118.

Mutuku, C. (2015), “Assessing fiscal policy cyclicality and sustainability: a fiscal reaction function for Kenya”, Journal of Economics Library, Vol. 2 No. 3, pp. 173-191.

Naraidoo, R. and Raputsoane, L. (2015), “Debt sustainability and financial crises in South Africa”, Emerging Markets Finance and Trade, Vol. 51 No. 1, pp. 224-233.

Ng, S. and Perron, P. (2001), “Lag length selection and the construction of unit root tests with good size and power”, Econometrica, Vol. 69 No. 6, pp. 1519-1554.

Nganga, W., Chevallier, J. and Ndiritu, S. (2018), “Regime changes and fiscal sustainability in Kenya with comparative nonlinear granger causalities across East-African countries”, Working Papers, HAL, 01941226.

Nuru, N.Y. and Gereziher, H.Y. (2021), “The effect of fiscal policy on economic growth in South Africa: a nonlinear ARDL model analysis”, Journal of Economic and Administrative Sciences, corrected proof.

Ouedraogo, R. and Sourouema, S. (2018), “Fiscal policy pro-cyclicality in Sub-Saharan African countries: the role of export concentration”, Economic Modelling, Vol. 74, pp. 219-229.

Paret, A. (2017), “Debt sustainability in emerging market countries: some policy guidelines from a fan-chart approach”, Economic Modelling, Vol. 63, pp. 26-45.

Paparas, D., Richter, C. and Paparas, A. (2015), “A synthesis of empirical research in the sustainability of fiscal policy”, Journal of Economics Bibliography, Vol. 2 No. 4, pp. 164-183.

Phillips, P.C.B. and Perron, P. (1988), “Testing for a unit root in time series regression”, Biometrika, Vol. 75 No. 2, pp. 335-346.

Quintos, C. (1995), “Sustainability of the deficit process with structural shifts”, Journal of Business and Economic Statistics, Vol. 13 No. 4, pp. 409-417.

Ridder, C., Munkelt, O. and Kirchner, H. (1995), “Adaptive background estimation and foreground detection using kalman-filtering”, in Proceedings of International Conference on recent Advances in Mechatronics, Citeseer, pp. 193-199.

Roumeliotis, S.I. and Bekey, G.A. (2000), “Distributed multi-robot localization”, in Distributed Autonomous Robotic Systems 4, Springer, Tokyo, pp. 179-188.

Seetharam, Y. and Britten, J. (2015), “Non-linear modelling of market cycles in South Africa”, International Journal of Emerging Markets, Vol. 10 No. 4, pp. 670-683.

Strang, G. and Borre, K. (1997), Linear Algebra, Geodesy, and GPS, Siam, Philadelphia, PA.

Swerling, P. (1959), “Parameter estimation for waveforms in additive Gaussian noise”, Journal of the Society for Industrial and Applied Mathematics, Vol. 7, pp. 152-166.

Tanner, E. and Liu, P. (1994), “Is the budget deficit too large? Some further evidence”, Economic Inquiry, Vol. 32, pp. 511-518.

Tiganas, C.-G. and Peptine, C. (2012), “Political business cycle and economic instability - literature review”, Working Paper 4, CES, pp. 853-865.

Trehan, B. and Walsh, C. (1991), “Testing intertemporal budget constraints: theory and applications to US federal budget and current account deficits”, Journal of Money, Credit, and Banking, Vol. 23 No. 2, pp. 206-223.

von Hagen, J. (1992), “Budgeting procedures and fiscal performance in the european communities, commission of the European communities, directorate-general for economic and financial affairs”, Economic Paper, p. 96.

Wyplosz, C. (2005), “Fiscal policy: institutions versus rules”, National Institute Economic Review, Vol. 191 No. 1, pp. 64-78.

Further reading

Durbin, J. and Koopman, S.J. (2012), Time Series Analysis by State Space Methods, Oxford University Press, Oxford.

Corresponding author

Michał Mackiewicz can be contacted at: michal.mackiewicz@uni.lodz.pl

Related articles