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Macroeconomic Models for Developing Economies: SAMs and CGEA. Macroeconomic Models for Developing Economies: Some General Considerations It is well known that the developing economies have special features that need to be recognized. Below, I first discuss some of these aspects of developing economies from the macroeconomic modelling perspective. Later in this section, a brief discussion of some "micro" institutional features that are also relevant for poverty reduction strategies are mentioned in order to round out the discussion. From the macroeconomic side, the following points are important6:
Some questions that are relevant rise in light of the features discussed above are:
In response to the third question above, the following shared structural characteristics may be important:
Partly as a consequence of these features some have questioned the wisdom and efficiency of orthodox short-run macroeconomic policy prescriptions, particularly "shock treatment" in the form of fiscal austerity coupled with devaluation and tight monetary policy. Disagreements among modelers also exist with respect to the identification of the source of inflation. The key controversy is about whether one should ascribe an accommodative rather than a causal role to money supply growth. According to the nonmonetarist view frequently the source of inflation is slow relative productivity growth in agriculture (arising from poor land distribution and land tenure patterns) combined with administered prices (arising from noncompetitive market procedures and implying downward price rigidities) in industry, together with wage indexation. Monetary policy is perceived to be passive in the face of these already pervasive inflationary forces. Moreover, in part because of the roles of working capital and imported inputs, and in part because substitution possibilities are more limited than assumed by the proponents of orthodox macroeconomic management, a policy package combining devaluation with tight fiscal and monetary policies will result in stagflation in the short-run with little or no improvement in the external accounts. The alternative new structuralist policy prescription is not always clear, but it would in all likelihood contain a greater element of gradualism, direct intervention, and employ many of the means of medium term resolution of structural problems that are contained in traditional stabilization programs. For the sake of parsimonious modelling, quite often a three good modelling approach is adopted. The three aggregated goods are non-traded domestic good, exportable good, and importable good.7Here, too, some important differences between the developed and developing countries need to be kept in mind. For example,
Such a production structure permits a distinction to be drawn between the exogenous terms of trade and an endogenous real exchange rate, which is the central intertemporal macroeconomic relative price in these economies. In terms of the exogenous prices faced by the typical developing economy, both oil and non-oil commodities prices fluctuate a great deal. The extent of external trade in assets have tended to be more limited in developing countries than in developed countries although this situation has recently begun to change in dramatic fashion for an important group of developing economies. The resulting instabilities however have also caused serious dislocations. In particular the increase in poverty in the affected Asian economies after the Asian Financial Crisis from July 1997 on should be kept. In particular, the macroeconomic consequences of pegging, of altering the peg (typically devaluation) and of the rules for moving the peg are of particular importance in macro-modelling in developing countries. It is also useful to remind ourselves in trying to model the financial sectors that financial markets in many developing countries have long been characterized by the prevalence of rudimentary financial institutions. This is of particular relevance in analyzing the impact of policies on poverty reduction in low-income countries. In light of the above, it should be apparent that in the modelling of these economies some macro-behavioral relationships may need to be modified. For example, we may need to incorporate the implications of credit and foreign exchange rationing in private decision rules where such rationing is present. This will affect, for instance, private consumption, investment, asset demand, export supply and import demand functions. Some Relevant Aspects of Public Sector Behavior The Government Budget is another important segment of a macro-model requiring careful handling. In particular, we need to remember that the composition of the government budget differs markedly between industrial and developing countries. Pervasive role of the state in many developing economies is reflected through the following factors, among others:
Three other dimensions of the budget institutions that have relevance for both growth and poverty reduction have been much discussed recently:
Aggregate Supply and Labor Markets: some further issues Aggregate supply and the labor market are aspects that need some further attention before we close our discussion of institutional and macroeconomic aspects of macro-modelling. Here it is important to point out that through the cost of intermediate inputs that are imported; the exchange rate has an important influence on the position of the economy’s short-run supply curve (SRSC). SRSCs in developing countries may be significantly affected by working capital considerations. Many have claimed that costs of working capital tend to give interest rates and credit availability an important short-run supply-side role, although this is controversial and the empirical evidence is mixed.8 Although labor market institutions vary substantially across developing countries, the informal sector continues to play an important role in the determination of wages and employment in many of them. The modelling of short-run wage-setting behavior represents one of the key differences between some of the major schools of modern macroeconomics, but most participants in the disputes acknowledge that country-specific institutional differences (such as the prevalence of staggered overlapping contracts in the U.S. or synchronized wage bargaining in Scandinavia) are important in determining the economy’s SRSC. In this context, the role of economy-wide backward indexation mechanism in the context of disinflation programs has been studied extensively. Developing countries, as is well known, often have disguised unemployment. What is less well known is the prevalence of flexibility in many of the developing country labor markets as well. It would appear from the available evidence that many developing country labor markets have a high degree of real wage flexibility (Horton et al., 1994). Thus, for proper modelling of these markets in developing economies, a properly nuanced mix of flexibility and rigidity in specific labor markets is called for, rather than following one specific characterization for all labor markets. As a result of the foregoing, the macroeconomic environment in developing countries is often much more volatile than that in industrial countries. The fundamental causes of the macroeconomic instability in developing countries are both external and internal. Small developing countries are price takers in the international markets for goods and services as well as financial assets. Therefore, these countries are directly affected by volatility in international markets. If we add to this the inflexibility and paucity of domestic macroeconomic instruments and we then face get a situation that is not easily amenable to control. There is also political instability in many countries resulting in frequent jumps in policy regimes. Such regime switch in a weak institutional environment creates the unfortunately typical developing countries scenario of a macroeconomic trajectory punctuated by a series of crises. To sum up, economic boom and bust are much more prevalent in developing countries than developed countries. Such a history of macroeconomic volatility has serious economic costs-sometimes reaching into double-digit percentage points (See Khan, forthcoming 2004). The above discussion is intended to give a fair summary of what is special about development macroeconomics. However, in order to link poverty analysis to the macromodels, more explicit recognition of the nature of market imperfections and of informal institutions that arise to fill the gaps is necessary. The literature in this area has experienced a tremendous explosion drawing on advanced work in game theory and the economics of information.9 These new approaches try to explain empirical institutional features that include the following (Mookherjee and Ray, 2001).
As Stiglitz (1994) and others have pointed out, the standard Arrow-Debreu model with a complete set of markets and optimizing agents cannot explain these phenomena. However, models using game theory and the approach of information economics largely pioneered by Stiglitz have amassed an impressive analytical record in explaining these features. While macromodels cannot be expected to accommodate all these features, in detail, at least the labor and credit markets need to be modeled carefully. This point is beginning to be recognized by development macroeconomists of virtually all persuasions (Agenor and Montiel, 1999). In surveying the macromodels attempting to link macropolicies to poverty reduction, we will need to ask how well some of these features are modelled in particular instances. Before turning to a discussion of some relevant economy wide CGE models, it is useful to discuss the economy wide data base for such models in the form of Social Accounting Matrices (SAMs). In the following sub- section, I present a brief discussion of the relevant issues and a particular case of SAM-based modelling as a background to the flexible price CGE models discussed from the following section on. B. Social Accounting Matrices as Consistent Economy wide Data Bases and Fixed Price Multipliers In this section the Social Accounting Matrix is presented as a data gathering framework as well as an analytical tool for studying the effects of various macroeconomic policies as well as the impact of sectoral growth on poverty alleviation. The origins of social accounting can be traced as far back as Gregory King’s efforts in 1681, but more recent work stems from the attempts by Richard Stone, Graham Pyatt, Erik Thorkbecke and others. 10 In the methodological framework of this particular study of CGE models, the SAM is viewed as a tool for mapping production and distribution at the economy wide level. In this sub-section, first a general SAM is described. Then it is shown how the method for studying the short-run effects of economic growth within this framework follows logically from its structure. The model used is a simple version of a class of SAM-based general equilibrium models.11 It summarizes succinctly the interdependence between productive activities, factor shares, household income distribution, balance of payments, capital accounts, etc. for the economy as a whole at a point in time. Given the technical conditions of production the value added is distributed to the factors in a determinate fashion. The value added accrued by the factors is further received by households according to their ownership of assets and the prevailing wage structure. In the matrix form the SAM consists of rows and columns representing receipts and expenditures, respectively. As an accounting constraint receipts must equal expenditures. As is elaborated further in Khan and Thorbecke (1988), the SAM framework can be used to depict a set of linear relationships in a fixed coefficient model. For deciding the question of determination, the accounts need to be divided into exogenous and endogenous ones. For instance, in the South African SAM used by Khan (1989) to analyze the impact of economic sanctions on the South African economy, there are three endogenous accounts. These are factors, households and production activities, leaving the government, capital and the rest of the world accounts as exogenous.12 In examining the poverty profiles in any country, one particular set of accounts assume special importance. These are the household accounts. The proper flow of income and expenditures need to be recorded for these accounts if an accurate picture of poverty as inadequate income/ consumption is to emerge out of a given SAM. For this reason, the classification of households needs special care. There are at least six aspects that need careful attention. These six aspects are:
If items 1-6 can be investigated systematically by combining economic and social modes of inquiry in a SAM, proper policy intervention for poverty reduction will become a more tractable exercise than it is at present. In particular, if disaggregated SAMs can be constructed at the local, sub-national levels, then intervention at the local levels may be much more effective than it has been historically in many cases. This is yet to be realized, but clearly is an important goal to pursue. I now turn to a discussion of another particular strength of the SAM framework for data gathering. SAMs have the consistency features that one needs in capturing economic flows for use in a general equilibrium framework. The following tables illustrate in the aggregate the consistency requirements for building a SAM. See Table 1. SAM-Format OF SNA-Aggregates, Kenya, 1982 [PDF 88kb | 1 page] See Table 2. Modular omposition of the SAM [PDF 67kb | 1 page] In terms of the usefulness of the SAM information base, one can argue that not only is the National SAM a tool for the overall poverty reduction analysis, perhaps even more importantly, the building of local and regional SAMs will help the field-worker to understand the interrelations between households characteristics, the immediate causes of poverty and the best way to help specific types of households out of poverty. I now turn to the discussion of a particular type of modelling exercise that can be carried out with both the national and regional SAMs. Fixed Price Multipliers for National and Regional SAMs In what follows, a national framework with distinct regions where the poor may be located is assumed. Suppose there are n regions indexed by i = 1, 2, ......., n. For each region i, there are intra-regional transactions as well as inter-regional transactions. Then, the national SAM can be disaggregated into 'n' Regional or RSAMs. The typical RSAM for region i can be schematically described as in Table 3[PDF 47kb | 1 page]. Table 4[PDF 87kb | 1 page] divides up the regional accounts according to whether these are endogenous or exogenous for the purpose of modelling. The above SAM framework can be used to depict a set of linear relationships in a fixed coefficient model. This is the essential point behind fixed price multiplier modelling approach based on a SAM. For deciding the question of determination of the equilibrium quantities, the accounts need to be divided into exogenous and endogenous ones as in Table 4[PDF 87kb | 1 page] below. Essentially the regional income SAM above describes the circular process in which production activities generate household incomes (via the aggregation of factorial income per household category), and household expenditures which generate the demand for output. Other related variables such as government spending, imports and exports, transfers, etc. are linked to this core process where necessary. Transfers to the households from various other institutions including other household are also important for income determination and poverty analysis. The 1978 income SAM for South Africa which is used by Khan (1999) for poverty analysis, for example, contains 28 separate productive activities. There is clearly enough detail here on the production side. The value added generated in these productive activities is distributed among landowners, capitalists, and forty occupation-by-race groupings. The realism of the classifications captures the nature of the past apartheid regime by indicating the determination of many occupational categories by racial factors. Finally, there are seven groups of households within each of the four racial groups. These are stratified by income. Therefore, both racial and economic stratification are embodied here. For the purpose of studying the relationship between growth and poverty the households are separated into rural and urban types in this paper. Further, within urban and rural areas, households are classified as high, middle and low according to economic status. This six-fold classification is more relevant for exploring questions related to poverty than the aggregated (i.e. urban and rural combined) approach of the original SAM. The justification for reducing the household types to three within the urban or rural categories is that the original household classification was somewhat arbitrary. The top three household categories could be aggregated as high income. The remaining six could be reclassified according to the information provided by the household expenditures survey data into low and middle categories. The starting point for an analysis based on this SAM is the exogenous nature of the increased demand leading to sectoral output increase. The set of fixed price multipliers can then be used to ascertain the impact of this increase in output on the incomes of specific household groups. Looking at tables 3 and 4, which represent a SAM, we can see immediately that
Now if we divide the entries in the matrix Tnn by the corresponding total income (i.e. Yn), we can define a corresponding matrix of average expenditure propensities. Let us call this matrix A. We now have:
M can be called the matrix of accounting multipliers. for these multipliers, when computed, can account for the results (e.g. income, consumption, etc.) obtained in the SAM without explaining the process that led to them. Let us now partition the matrix A in the following way.
Given the accounts factors, household and the production activities, now we see that the income levels of these accounts (call them y2, and yn below) corresponding to the observed income and expenditure that prices remain fixed. Expressing the changes in income (dy) resulting from changes in injections (dx), one obtains,
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