Specialization and Growth Perspectives in the South Mediterranean Area
This paper empirically analyses overall specialization and revealed comparative advantages of the South Mediterranean countries. The paper has been divided into two sections. The first section deals with the relation between overall specialization and per-capita income, through a semi-parametric estimation of three different indexes of overall specialization, all derived from the distribution of sectoral revealed comparative advantages. GAM estimation demonstrates that overall specialization decreases with the rise of per-capita income and economy size (country specific effects are also considered). The second section deals with South Mediterranean countries, and describes them as countries that have a very high level of overall specialization, due to general and specific characteristics. In particular, there is a high concentration of revealed comparative advantages (RCAs) in traditional products. It is interesting to note that while RCAs are linked (not surprisingly) to low wage levels, very low level of productivity negatively influences unit costs, that are relatively high in most of the non-traditional sectors. Finally, these characteristics seem to be a consequence of limited openness of the South Mediterranean economies.
JEL classification: F14, O19
Keywords: Growth, Specialization, Mediterranean Countries
(ProQuest Information and Learning: … denotes formulae omitted.)
The link between international integration and economic growth and development has always stimulated the attention of scholars’, recently and in the past. Different approaches exist on this subject.
Possibly, the effects of trade openness ( a concept with many dimensions) is one of the most trated issues. From an empirical point of view, findings are not completely clear, because the relationship between the two variables (openness and growth) comes out to be statistically not very robust (Temple, 1999).
The most direct effect of openness is, obviously, a process of specialization of the involved areas.
This paper intends to give a contribution exactly in this direction. In particular, the relationship between trade specialization and growth and development has been dealt with an emphasis on the position of the South Mediterranean countries (MEDs). These latter have been selected on a geographical criterion: Southern non-E.U. countries with the coast on the Mediterranean sea; from east to west, they go from Turkey to Morocco.2
There are two main sections, the first one highlights the general link between overall specialization and the level of development, and the second one on the specificities of the various Mediterranean countries.
The first section expands and generalizes the results of previous works. It confirms the existence of an inverse relation between overall specialisation and the level of development and, moreover, I am able to show that this is independent of economic size (that has its own influence). The analysis is carried out through a semi-parametric estimation in which the MEDs are included in a wider sample. This first part introduces new insights into the topic, providing a general framework where MEDs specific experience can be more precisely evaluated.
Then, I will try to disentangle the specific position of MEDs.
Since it will be shown that a measure of overall specialisation is directly derivable from the whole distribution of sectoral comparative advantages, it is easy to pass on to a sectoral analysis in the second half of the paper.
A deep glance to these aspects, where other economic indicators are also considered, shows the relevant sectors and some weak aspects (unit labor costs) of the MEDs. A general interpretation of the findings is then proposed in the last section, together with some policy suggestions.
2. Relationships between international integration, trade and growth
There is a long and complex analysis on the links between international integration and economic growth that it is not possible to efficiently synthesize here; because of this reason, there are only few references on this point.
The first thing I would like to point out is that, at least among economists, the idea that international integration in its various forms (particularly FDI and trade) has beneficial effects on economic growth is largely prevailing. In reality, empirical research has not provided irrefutable proofs in this direction, in consequence of measurement problems and econometric difficulties (Temple, 1999).
A general framework, to face this subject, can be derived from the results of the recent stream of growth models (but also from preceding, and even old, contributions to the study of “modern economic growth”), that underline the role of technological progress and human capital accumulation in the growth processes. In a world with strong economic polarization, a mechanism of creation and imitation of technology is a relevant aspect of reality: economic growth of advanced areas depends on endogenous processes, while a fundamental channel for developing areas has to do with international transfer of technology and human capital (and this explains the role for imitative processes). In terms of theoretical models we can speak of endogenous growth models for the first, and catching-up models for the second.
International integration, both in economic and in general terms, constitutes the necessary condition for technology and human capital transfers. In general, these latter pass through different channels: FDI, Exports, Migrations
Knowledge transfer processes are not inevitable mechanisms and, as a proof of this, there is a strong persistence of highly differentiated development levels around the world. Even if, in recent years, an inversion of the secular trend of inequality expansion seems in action (Sala-i-Martin, 2003), differences are still enormous and many countries and areas in the world do not have positive signs of development. Generally there is a tendency, nowadays, to attribute this heterogeneity in experiences of development to institutional variables of some kind. This also happens in the case of the Middle East and North Africa (Kuran, 2004; Yousef, 2004).
Specifically, it is well known that simple catching-up processes are not sufficient to guarantee that a country will arrive up to the “frontier” (Sachs, 2000). But we should consider that many factors helping the capacity of imitation, in particular those linked to human capital (and social, if we precisely knew its meaning), are also factors that are able to gradually drive the economy toward an endogenous growth.
As said above, if integration processes are a fundamental channel for technology transfer, they also change the relationship among different areas through another way, because they cause more or less intense processes of productive specialisation and, as a consequence, influence the economic performance again.
Since the specific links between economic growth and international specialization are a central theme to this paper, it is convenient to clarify this aspect. Generally there has to be a distinction between static and dynamic effects.
In the first case, trade integration lets countries exploit comparative advantages, which allow them to benefit from static gains in efficiency. Nevertheless, this process influences economic growth only temporarily, with a “step” effect (if short run growth has no effect on long run growth). Differently, when dynamic scale economies are at work, for example due to learning-by-doing effects, dynamic gains can be realized with permanent effects on economic growth.
Nevertheless, the picture has negative sides also. In fact, in models with dynamic scale economies, there is the possibility of negative effects of specialisation on the relative rate of growth of the economy (Lucas, 1988). It can happen if comparative advantages address specialization toward sectors with low potentialities of learning-bydoing. An example is when a developed area specialises in “modern” goods as a consequence of its comparative advantages, and they are associated with greater dynamic scale economies, thereby causing a high rate of growth. Meanwhile, the less developed area specialises in “traditional” goods as a consequence of its comparative advantages, and this causes a lower rate of economic growth because of the less intense dynamic scale economies.
Finally, and strongly simplifying, it is possible to say that growth possibilities for a follower are linked to the existence and to the intensity of spillover effects, both sectoral and regional, as well illustrated in some growth models (Grossman, Helpman, 1991).
In conclusion, international trade, in the presence of static and dynamic scale economies, can foster but also limit, through specialisation, the catching-up of the follower countries. Factors influencing polarization or diffusion of economic activity may greatly differ in time and space, so that the general conclusion of theoretical models should then be attentively “calibrated” in the specific context of analysis.
3. Two different meanings of international specialization and how to measure them
The term “specialization”, even if currently used, has a certain degree of ambiguity in its meaning. For this reason I would like to clarify what I mean by “specialisation”, since the whole paper is built on this concept. If one looks at the literature, it will be evident that “specialization” means at least two different concepts, not necessarily interrelated, both in a static and in dynamic sense.
The first meaning refers to the particular efficiency in producing a specific good in a specific area; for example people say that “country X specialises in good Y”. This is precisely the concept of comparative advantage and in the previous phrase the expression “specialises” can be substituted with “has a comparative advantage”. “Specialization” is often used in this meaning.
But there is also another meaning . It refers to the level of overall specialization and in particular to the degree of productive or trade differentiation, that is to the bulk of different goods produced or traded by a specific area. It is analogous to the concept of statistical concentration: for example people say that “country X is highly specialised”, in the sense that its production (or trade) is highly concentrated from a sectoral point of view.
In the literature these two kinds of meanings are sometimes defined as “Ricardian specialization” in the first case, and “Smithian specialization” in the second.
A link between the two concepts can be made if with the term “overall specialization” we mean the bulk of different goods that are efficiently traded by a specific area. In this way “overall specialisation” measures if an area shows comparative advantages in a wide or restricted range of goods. In this work I will use the concepts of comparative advantage (CA) and overall specialisation (OS) in the precise sense I have just illustrated.
Recently, a few papers (references can be found in De Benedictis L., Gallegati M., Tamberi M., 2007) empirically explored the evolution of OS, but in a way that does not explicitly allow to move from CA measures to OS measures, thereby obscuring the link between the two concepts. In the present paper a difference with that literature depends precisely on the fact that this direct passage from CA to OS is developed in a natural way. Nevertheless, consider that even if it is possible to build this conceptual (and empirical) linkage between the two concepts, it does not mean that changes in one of them necessarily imply changes in the other (or that changes go in the same direction).
On the measurement side, it is well known that it is not possible to measure CA in a way that directly derives from the theory, and this difficulty derives from the impossibility to measure autarchic prices.
As a consequence economists are used to calculating indexes of revealed CA, as the such widely used Balassa Index 3 (BI, from Balassa, 1956). As is well known, BI is a measure of sectoral export share of a country with respect to the world share. It is an asymmetric index, since in principle 0 ≤ BI ≤ ∞ (1 is the demarcation value between comparative disadvantages and advantages).
In this paper I will consider the whole sectoral BI distribution of a country as a basis on which it is possible to provide a general OS index. I would like to add that among the various papers that have analyzed the evolution of OS and its link with the process of development, there are many different approaches, both in the data utilized to build the synthetic statistical measures of OS, and in the measures themselves. As a consequence results are differentat among papers. It is not the scope of this paper to fill this gap in research, and probably more than one paper would be necessary to this end. My purpose, here, is to carry out a systematic and robust analysis inside a framework limited by the use of trade data (instead of employment or production data), relative statistical indexes (instead of absolute ones), a semi-parametric econometric methodology (instead of a purely parametric approach).
Along these lines I will employ three different OS indexes:
first, it is possible to use a positional index of distribution. Since BI, as said before, is an asymmetric index, the median (OS^sub me^) more than the mean seems an appropriate index (De Benedictis L., Tamberi M., 2004). It is an inverse index of OS: a high OS^sub me^ means that there are many sectors with comparative advantages which indicates that the country has a low OS (it trades many goods efficiently)
a second index may be called “relative Gini” index (OS^sub rg^), already proposed, in a partially different context, by Amiti (2000). In terms of the Lorenz curve, it is calculated ranking sectors according to their growing BI and measuring national shares (BI numerator) on the y axis and world shares (BI denominator) on the x axis. With data ordered according to their growing BI:
where qi and pi are cumulated shares of the numerator and denominator of the BI respectively, and i denotes sectors.
It ranges from 0, when a country has the same export shares distribution as the world, to 1, the case of maximum concentration (that is, maximum OS).
finally, it is possible to use a Theil relative index (OS^sub th^), that is an entropic index where the numerator and denominator of BI are proportionally confronted:
OS^sub th^ can be interpreted as a weighted sum of the sectoral BI, with national export shares as weights, and it ranges from 0 (minimum OS) to ∞ (maximum OS). Entropic indexes are used in a growing number of applications in economics (for example in income distribution studies).
These indexes are all indexes of relative statistical dispersion and they have the advantage to allow a simple shift from CA measure to OS measure, since the latter is built on the basis of the distribution of the first. If other traditional indexes of (absolute) statistical dispersion were used, like Gini’s or Herfindha’s, this direct shift would be lost and, moreover, the distribution benchmark would be equidistribution, whose interpretation is not, in this context, fully clear.
In relative indexes both country and world data are relevant for the final result. This means that changes in world distribution automatically reflect in OS measures, even if national distribution has not changed. This is an advantage. Consider the case of an unchanged national distribution. A Gini index obviously shows an unchanged situation, even if, in the meanwhile, the world structure has changed in a significant manner due to, for example, changes in technology or demand structure. Instead, relative indexes, like those proposed in this paper, would be sensible to changes of that kind in world structure, and it seems reasonable if the analysis of specialization is used to understand the position of a country in world economy. Consequences in terms of economic growth, firm profitability and other economic variables depend a lot on the relative position of a country with respect to technological and demand dynamics at world level.4
4. Overall Specialisation and the level of development
Specialization, both in the sense of CA and in that of OS, is used here in order to evaluate the growth perspectives of the MEDs.
For this reason, in this section I will give indications first on the general relationship between the three OS measures, the level of development (measured by per capita income, YPC), the economy size (measured by the total income, Y), and second on the specific position of the MEDs in this general picture.
There are not many empirical works on the relationship between OS and the level of development; Imbs and Wacziarg (2003), Hummels and Kleanow (2000), two complementary works, are perhaps the most relevant.
In this paper export manufacturing data are used from UN datasets (ECLAC, 2003), and income, both per capita and total, in PPP, 1995 international $, from World Bank WDI 2004:
sectoral aggregation: 4 digit SITC rev. 2 (539 manufacturing sectors)
number of countries: 43, all countries for which GDP PPP 1998 > 100 billion dollars, plus the MEDs not included in the previous group5 (for the complete list see table 3).
As said before, in other works production, value added or employment data have been given used. Each choice has its advantages and disadvantages. In this case trade data are preferred because of their completeness and sectoral disaggregation (and, possibly, higher reliability).
In the literature, both from a theoretical and an empirical point of view, there are not clear indications on the shape (and even on the direction) of the relationship between OS and YPC. For this reason I will use semi-parametric econometric methods, following an already cited previous paper with other authors (De Benedictis L., Gallegati M., Tamberi M., 2007). The advantage of such methods is that they locally estimate the relation, without a priori assuming its general shape.
Among the various alternatives I opted for a semi-parametric estimation using a GAM (Generalized Additive Model; Hastie, Tibshirani, 1990). Generally speaking a GAM can be represented by
yi = α + f^sub j^ ( x^sub ij^) + ε^sub i^
where α is a parametric intercept and f^sub j^ the non-parametric function linking y to x; εi is the error term.
For the non-parametric function I use a LOESS. With a LOESS estimation the error minimization procedure is as follows:
It is a least-squares problem of a locally weighted polynomial of degree p (usually set equal to 1 or 2); h^sub i^ is the bandwidth (or smoothing parameter), function of i, that is variable according to data density;6 w is the adopted kernel function for the smoothing procedure.
Throughout the paper I use a normal kernel function, different spans (see below), and a degree of the polynomial set both at 1, for linear local estimations, and at 2, for non-linear local estimations. The OS term is alternatively measured by the three indexes discussed above: OS^sub me^, OS^sub rg^, OS^sub th^.
In general, it is not usual to present many tests for non-parametric estimations even in GAM estimations. The interest is focused on the shape of the relation more than on the specific values of the local estimates. As a consequence diagrammatic methods are preferred in the interpretation of the results.
Nevertheless, Hastie and Tibshirani (1990) show that it is possible to do F tests on the non-parametric component under the same conditions of GLM estimations (large samples or normal distributed errors).
As anticipated, following a recent literature, I have analysed the relationship between the level of development and overall specialization, however considering other possible influences on OS also. In particular, the size of the economy, as suggested in a recent paper (Hummels and Kleanow, 2002), and countries specificities seem good candidates in order to explain the level of OS.
Going in this direction, I estimated equations with three different spans, equal to 0.25-0.5-0.75, with parametric fixed effects for all countries and non-parametric (LOESS) functions between OS and YPC, and OS and Y.
Summarizing, estimated functions always have the following form:
OS^sub ct^ = α^sub c^ + f^sub j^ ( YP^sub ct,j^) + g^sub j^ ( Y^sub ct,j^) + ε^sub ct^
where the subscript c is for country and t for time. The country-specific dummies α^sub c^ should capture the effects of variables characterizing the various countries in a structural way, while fj(YPCct,j) and gj(Yct,j) are the LOESS functions linking YPC and Y to the different OS measures.
As said before, I expect, obviously, an inverse relationship between OS and Y, since small economies are usually more specialised than big ones, while there are not clear indications from literature on the relation between YPC and OS. My a-priori, also based on my the previous cited work, is that countries at higher level of development should have a low level of OS (inverse relation).
Looking at the graphical analysis, the results of the estimation for the three OS indexes, in the case of span=0.75, are illustrated in figure 1, where, taking into account the country effects, the marginal relationship between OS and YPC, OS and Y, estimated through the LOESS, is shown. After the comments on figure 1 I will show F tests for all the utilized spans and indexes.
It is evident that, in all the analyzed cases, with OS^sub me^, OS^sub rg^, and OS^sub th^ used alternatively as a dependent variable, I have very similar results: the relationship between the level of development and OS clearly appears as an inverse one, in the sense that the degree of OS decreases when the level of development increases. More developed countries have a higher diversification of their exports. Besides, as expected, OS is less pronounced at higher levels of GDP (Y) since big economies are in a better position to profit from the presence of economies of scale in many sectors.
A further minor observation is the fact that the evidenced relationship between OS and YPC seems to be characterized by a slight degree of non-linearity, mainly present in its first part (low-medium levels of YPC).
To conclude this point, it is possible to say that, in addition to the specific (but quite similar) results of the various estimations, where the OS indexes or the spans are changed, we have a constant general picture of an inverse relationship between OS and YPC and between OS and Y. Countries with high per capita income and high GDP show a low level of overall specialization, measured through trade data; that is to say that, not surprisingly according to the author, low income and small countries have high efficiency levels only for a restricted number of goods and, as a consequence, have a high level of overall specialization (high OS^sub rg^, high OS^sub th^ and low OS^sub me^, that is an inverse index of OS).
Joined significance tests are summarized below in table 1: significance is maintained for all spans and all indexes.
The best results in terms of non-parametric F tests are obtained with a span of 0.75, and, at all spans, with the OS^sub th^ index. Moreover, it is worth noting that F tests for nonparametric components are generally higher in the case of YPC.7
The sample, more than 700 observations, is sufficiently large to guarantee the reliability of the F test.8
Considering that cross sectional variability is completely captured by the specific countries’ intercepts,9 my interpretation is that along the process of economic growth countries develop a richer matrix of products in which they are able to obtain a comparative advantage, and so they progressively reduce their level of OS.10
5. Position of the Mediterranean countries
It is time to come back to the specific subject of this paper, trying to disentangle the position of the MEDs inside the general picture which emerged in the previous analysis.11 In previous figure the marginal relationship between OS and YPC and Y is showed. Now, going to individual country level, I will show their effective position, passing to average data of the variables.
Generally speaking, MEDs are low-developed and small-sized economies. As demonstrated in the previous econometric analysis, high levels of OS, as in the case of the MEDs,12 may derive from a low level of YPC and a limited economy size. Nevertheless, in an integrated world economy the internal bound can be by-passed, as in the case of so-called super-trader countries (where export and import sum largely exceeds the level of GDP).
I will now show that countries have different positions with respect to their specific capacity to overcome the limits to their OS level deriving from their level of development and size.
In fact, table 2 shows countries ranked according to their specific α^sub c^ (decreasing in the case of OS^sub me^, increasing in the cases of OS^sub th^ and OS^sub rg^). The table shows the values of the specific country coefficients. Estimations always refer to a span of 0.75. The MEDs are highlighted in bold.
The values of the α^sub c^ show whether a country has its own characteristics that allows a wider ability to efficiently trade different goods, not explained by its size and level of development. Specifically, a high α^sub c^ value in the case of OS^sub m^e, and low values in the case of OS^sub th^ and OS^sub rg^, indicate a strong ability of the country to have positive RCAs in many goods. This capability can derive from many different sources, and it is out of the scope of this paper to investigate in this direction.
In general terms, one can easily verify from the table that the relative position (rank) of a country does not substantially change in the different columns. All estimations seem indicate that some countries have a specific ability in efficiently trade in many products (e.g. France is always in the very first positions), while other countries show the opposite (inability).
In particular, from the table we can see that the MEDs are always among the lower positions, and Algeria is the lowest in two of the three cases. The “best performer” among them is Turkey, in all three estimations, but even this country is always ranked well below the half of the table. To conclude, the indications that emerge from these sections clearly show that MEDs are very specialized economies, but, relevantly in my opinion, which is not only a consequence of their level of development and small-sized economies but also due to some other specific factor.
In the following pages I will give an explanation based on MEDs poor performance in terms of openness and its consequences.
6. Comparative advantages of the Mediterranean countries: cluster of sectors
All the indications of the preceding analysis have a quantitative content, in the sense that they leave out considerations on sectoral specificities.
In recent years some empirical works seem to indicate that the kind of specialisation a country exhibits is relevant for its growth process (Hausmann, Hwang, Rodrik, 2005; Bensidoun, Gaulier, Unal-Kesenci, 2001; Dalum, Laursen, Verspagen, 1999; Laursen, 1998).
Even the recent theoretical literature, where the dynamic processes of learning are underlined, seems to give similar indications, as already remarked at the beginning of this work (see the Lucas piece, 1988).
In this section specific considerations about sectors will be explicitly analysed.
Let us start from some indications stemming from the Trade and Development Report 2002 (UNCTAD 2002, table 3.2, p. 57), where the 20 most dynamic sectors (1980-1998) of world trade are showed, together with the shares of the main exporter economies in those same sectors.
A rapid look at the table makes evident the fact that in those sectors only advanced economies and emerging Asian countries are present. Only one of the MEDs is present in the list (Turkey, with a share of 6% in sector 846 – knitted undergarments).
Since countries in the table are reported according to their share in world exports, big countries are more present than small ones, but these latter are not absent (see the Irish or Korean cases, and others). More importantly, even if in the very first positions, in the group of the 20 most dynamic products, we mostly find “technological” products, in the remaining sectors of the table many “traditional” products appear, so that a country like Italy is often indicated as one of the main exporters.
Even if the sectors in which the MEDS have higher RCA are among the “traditionals” (as it will be showed below), the specific sectors of MEDs specialization do not appear in the UNCTAD list.
From this a further important conclusion can be reached: not only do MEDs have a concentrated export structure, they are concentrated in non-dynamic products.
Since in the previous analysis I used OS indexes directly derived from a measure of RCA, the BI, it is possible to move to a specific sector analysis and to show the cluster of sectors determining the OS levels.
At this stage of the analysis, also because of lack of other kind of data (like inputoutput matrixes), I have limited the analysis to a “visual” rough recognition of data.
The general result is that the whole group of countries could be divided into two sub-groups: the Asian sub-group and the African sub-group, where the first has better characterization and dynamics.
Even so, the main specialisation is linked, as already observed, to the traditional sectors such as textile (a major role is played by the carpet export alone) and clothing sectors. More specific considerations will evidence similarities and differences:
Asian sub-group: this group is characterized by a more advanced RCA structure. This generalisation is valid for three countries of the group, while the fourth, namely the Syrian Republic, is more similar to the African group. As is known, Israel is the country with the strongest orientation toward products with high technological intensity; besides some jewellery sectors (diamonds), it shows clusters in chemical sectors, various productions of electrical mechanics, electro-medical products, aircraft industries and other mechanical sectors.
Lebanon is not too far from this model, since it has RCA again in jewellery products, some chemical products and ships and mechanics.
Turkey’s case is different, as it is more oriented toward textile-clothing sectors (also toward new materials as Pile). In these sectors this country has CAs in many products, and this constitutes a difference with the African sub-group, where CAs are restricted to a much narrower range of products. Finally in Turkey some metallurgical sectors are also relevant (sectors from SITC code 6712 to 6741), and, not so relevant, mechanics.
As mentioned before, the Syrian case is different, since sectors linked to the leather industries have a relevant role, together with some production in clothing (from 8310 to 8484).
African sub-group: this group is generally characterized by RCAs almost exclusively present in textiles and clothing.
It is worth noting that Egypt has progressively increased the number of clothing products which shows RCAs (sectors from 8422 to 9463), confirming what previously observed (decrease in OS). Also Morocco and Tunisia are characterized by the relevant clothing sectors in their export structure, but the latter also shows growing and progressively more diffused RCAs in some footwear sectors (especially parts of footwear). Finally, Algeria has a very concentrated structure. In practice only one sector (9310) constitutes most part of the whole export for most (but not all) of the period, but it is difficult “to read” this result, since the sector is a generic residual one.
These results can also be appreciated by referring to value added data, observing that the MEDs have an exceptionally high share of traditional sectors, not only if compared to rich countries but also to the other (not African) LDCs. This share (in terms of value added) is generally around 30-40% in the MENA group, while it is between 10% and 20% in most of the other countries (as an example, consider that in India the share of the traditional sectors in manufacturing is 20%, 12% in South Korea, 17% in Mexico). Partial exception to this rule among the MEDs is Turkey, with 26% (and possibly Israel, but data are lacking in this case).
Even if most of the analyzed MEDs countries have a specialization in traditional products, we cannot say that they have a similar structure, and this, in some way, is a little bit surprising.13
This conclusion is observable in table 3, where you can find the results of the following dissimilarity index
where X is exports, i is the sector (its absence indicates total exports), A and B two different countries. The DISS index goes from a minimum of 0 (no structural differences) to a maximum of 2 (complete dissimilarity).
As a term of comparison, consider that diss is around 0.8 between Italy and France, around 0.5 between France and Germany, and similar values are typical among European countries (and between them and the USA).
Instead, MEDs have highly different structures, with values of diss always above one (with the partial exception of Morocco and Tunisia). Moreover, these differences do not seem to decrease in general, as you can see in section c of the table, even if the DISS average is slightly lower in 2001 (1.52, against 1.59 in 1985).
Taking into account MEDs’ high level of OS, and also in the light of the following analysis (low level and quality of technology, low level of industrialization), I interpret this high level of dissimilarity as if MEDs were still linked to their handicraft sectors with some difficulties in evolving toward a more modern structure.
7. The origin of comparative advantages in Mediterranean countries
A structural view: at this stage of the analysis I would try to understand the origin of the diffused comparative disadvantages of the MEDs.
The analysis that follows on this point is along the lines of the TDR 2003 (UNCTAD, 2003).
The general picture that comes out from that report, in the sections of interest for the present work, is based on an analysis of a significant group of LDC, in particular with reference to the degree of industrialization and the manufacturing structure.
The report stresses on the theoretical necessity and empirical evidence of a strict link between the industrialization process and the first phases of development. This link remains valid also in modern economy, even if it should be recognized that late-starter countries act in a very different context, compared to the first starters at their beginning, as a consequence of the catching-up processes.14
Taking into consideration the followers that are effectively catching-up, chiefly Asian, a strong circular nexus linking the level of accumulation, growth of manufactures, and expansion on international markets seems to exist. This process is sustained by the growth of productivity (due to physical and human capital accumulation) and by low labor costs.
Generally speaking, countries with the best performance show absolute and relative productivity improvements that are diffused in almost all sectors. Productivity growth, associated to low labor costs, is an important component of “success” in international markets, realized through growing “international competitiveness” of many LDCs, whose export structure is becoming more similar to that of high income countries.
To see the position of MEDs in this picture, I have updated the TDR tables 5.3 (p.97), 5.4 (p.104), and 5.6 (p.108) , also adding data for the lacking MEDs, using the same datasets. To make the results more readable, in tables 5, 6 and 7 of the present paper the data of MEDs and Asian countries are presented and compared. Data for other (African and South American) countries, included in the TDR analysis, are instead showed in tables A1, A2 and A3 in the appendix.
In the TDR tables both aggregate indexes and sectoral data are showed. These latter are limited to a selection of sectors, three “traditional” (food, clothing and textiles) and two “modern” (electrical machinery and transport equipment). These five sectors are between 40% and 50% of manufacturing value added in most of the analyzed countries.
Unit labor costs: I do think that the most striking and remarkable characteristic of MEDs is represented by the high level of unit labor costs. Data on this point are showed in tables 4 and A1.
Ideally, unit labor costs consist in the wage rate divided by labor productivity, calculated at sectoral level, in practice they are computed as wages divided by value added (USA=100).
As stated before, on this point very negative insights are evidenced. The only sectors in which MEDs show a positive performance (values under 100) are limited to the traditional sectors, and not in all cases (at this disaggregation level). The only country with an overall good position, in terms of unit labor costs generally lower than the American ones, is Turkey.
Consider that this parameter depends on the wage level (numerator) and on labor productivity (denominator). As a consequence, since all these countries obviously have wages much lower than the USA, the only plausible interpretation of the finding of a high relative unit cost has to do with low levels of productivity. This should depend on a low quantity, quality and spread of the reproducible factors of productions (on this point see Makdisi et al., 2003; Artadi et al., 2003), in particular those pertaining to technology and human capital.
An even clearer picture emerges when MEDs are compared to the other countries; in particular, the negative impression is in fact clearly confirmed when this comparison is made with the Asian area: from table 5, in fact, it can be easily appreciated that unit labor costs appear to be very low in almost all countries and sectors, that is to say that low wages are associated to good technological levels.
Levels of industrialization: A second relevant differences can be seen in tables 5 and A2. MEDs have very low levels of industrialization (manufacturing value added on GDP), around 15%-20%, not different from other African countries (even if some of them have much lower levels); this degree of industrialization is generally stable and not decreasing (as happening in other African areas), increasing only in the case of Tunisia and Turkey.
The comparison with Asian countries is still more significant, since they have values up to 30%, a measure comparable to the past experience of many industrialized countries, while the industrialization process appears much weaker in other areas, with an anticipated de-industrialization in the Latin American area.
The whole MENA area15 has a level of 13.9 in 2001, while the world average is 18.8, the group of Low and Middle Income group has 19.8, and East Asia & Pacific 31.7 (all data and definitions from WB-WDI 2004)
As a confirmation, the share of manufactures in trade is generally very low (with a few exceptions, notably the case of Israel); to fully appreciate this point, compare again MEDs’ data with the Asian area ones.
8. Labor productivity dynamics
In the case of the evolution of average labor productivity, presented in tables 6 and A3, data are lacking and a general judgment is more difficult.
Nevertheless, it seems that MEDs had sensible increases in the considered period, positively differentiating from other African countries. These increases are generalized to most of the sectors in some cases (Turkey), more limited in other cases. Comparing the performance of MEDs to the Latin America area confirms the positive judgement. Nevertheless, these productivity improvements are not comparable to the Asian experience, where they are much more intense and have spread to all sectors and countries.
If compared with the data on the USA (last row), the above gains are especially limited, in relative sense, to the traditional sectors, even if not exclusively (indicating a very limited convergence at the sectoral level).
Openness: this general situation suggests the presence of problems for international competitiveness of the sectors of the MEDs, even if improvements are not absent.
In table 7 it is possible to appreciate the fact that the average level of openness of this area, during the analyzed period, has been relatively weak, as already stressed in a series of past works (Alonso-Gamo et al., 1997; Gasoriek et al., 2003; Havrylyshyn, 1997; Yeats and Ng, 2000).
In other works similar indications have emerged by the analysis of tariffs (Gasoriek et al., 2003; Yeats and Ng, 1999), even if the analysis id presented for the overall area and not for single countries.
This general conclusion does not consider specific positions. For example Morocco and Tunisia seem to be in a better position than the remaining countries. Nevertheless, especially when the comparison is made with East Asian countries (here jointly considered as a single area), it is possible to conclude in the proposed sense.
If this comparison were made with the Asian countries reported in the previously discussed tables, the strong difference between the two areas would be appreciated even more, especially if not too big economies (as China) are considered.16
The whole picture that emerges from this section tells us that the position of MEDs appears quite weak, with only few positive aspects. Generally speaking they are countries with relatively high unit labor costs (obviously due to inefficient production techniques more than high wages), with a low and not-increasing industrialization (with partial exceptions), with a limited capacity to catch up also at sectoral level and, finally, they are less internationally open.
These findings have a confirmation, in the sense of similar or complementary indications, in several recent papers (Abed, Davoodi, 2003; Artadi, Sala-I-Martin, 2003; Makdisi, Fattah, Limam, 2003).
9. Conclusions and policy implications
At this point we have some clear points, but we do not have a framework that provides a linkage between them. However, I will try to give some suggestions in this direction.
I would like to remark that the interpretation I am proposing is not the only one possible, and, moreover, is not self-containing, in the sense that other variables, non considered in the previous analysis, could be at work at some point of the chain of causal relationships.
Nevertheless, it seems to me that a clear picture can emerge from the puzzle of facts, that can be summarized as follows: low level of openness causes high unit labor costs, this, in turn, determines low level of industrialization and high concentration in traditional products.
The succession of these findings can also be graphically represented (figure 2).
The outlined explanation draws the picture of a vicious circle, of the kind already recalled in the first pages of this paper: starting from a low level of openness, the MEDs area is bound to a “low growth trap”, in the sense that its comparative advantages (and disadvantages) determine a specialization in goods with low productivity growth (possibly due to low dynamic scale economies), so that a positive feedback reinforces the slow diffusion of factors like technology and human capital, that could be able, in principle, to drive the economy to a high growth path.
Even if the proposed framework were, at least in part, correct, we could nevertheless question whether if other variables are at work, inside or outside it.
In particular, I consider that institutional variables and the geo-political situation of the whole area may have a relevant role in many of the links among the analyzed variables. More than a work by other authors stresses the institutional side of the problems (Alonso-Gamo et al., 1997; Ashan, 2005; Cox, 2005).
At first, institutional aspects could be a cause of the low level of openness, thereby constituting the initial point of the tree of links depicted in fig 6. But it is also possible that institutional variables are directly responsible for the low productivity growth, independently of openness.
In short, the economic situation of this area, analyzed through the lens of international integration and competitiveness, appears to be a critical one. These countries have some positive signs: they are among the most developed of the wider area (Africa and Middle-East), they are in the position to profit from the so called “demographic window” (due to a favourable age composition of the population), they are geographically near the more developed area of E.U.
Nevertheless, there are some negative aspects, discussed in this work, that could prevent them to fully profit from the opportunity they are having. A serious political effort would be necessary to overcome those limits, but I cannot say how high the possibilities are to realize them.
This implicit question can be answered in a few points. In general, considering the works of the authors cited throughout this paper, it is possible to summarize policy intervention suggestions in two complementary directions.
The first considers direct interventions in fields concerning trade (and openness), with a special focus on EU-MEDs integration (for example: Salama, 2005; Tovias, 2005), since, according to some authors, the EU-MEDs partnership might foster stability and institutional transformation, and on intra-area integration (see Gasoriek and al., 2003; Havrylyshyn, 1997). Obstacles to a greater integration should be removed, and this implies a large set of objectives and instruments, not simply tariff reduction or similar interventions. On the negative side, as Noland and Pack (2005) suggest, the successful East Asia experience is not easily replicable in MEDs, because of a different historical environment mainly determined by different domestic (level of human capital, role of primary resources, etc.) and external (different WTO rules, etc.) conditions. As a consequence a “creative” policy should be thought of (for a general consideration on the “creative”, that is country-specific transition to sound economic institutions, see Rodrik, 2003).
The second direction of analysis refers to macro and structural interventions, like those directed to macro stability, harmonization of markets, regulations, etc. (like Galal and Hoekman , 1997)
All these considerations can be shared, even if with a “but”. The present analysis points out that a “vicious circle” seems to be at work, limiting the growth performance of the area, as if, speaking in theoretical terms, the MEDs economies were bounded in a low level equilibrium. In principle interventions directed to increase economic integration, in general or in specific forms as in the case of RTAs with a more developed area, such as the partnership with the EU, could change the historical path that the area has so far experienced. The “but” relies on the non-automatic positive effects of integration on institutional evolution. As Zhao et al. (2006) discussed, “globalization can release countries trapped in bad institutions, but need not always do so”.
A final point to be evaluated, for policy purposes, has to do with the poor sectoral structure of the MEDs economies, outlined in the first sections of this paper. I believe that active industrial policies should consider this side of the problem in order to directly stimulate the development of the production of new goods. As the Italian literature on industrial districts has demonstrated, local economies can develop their structures not in a vacuum, but starting from their previous experience and competence. Almost every productive sector has horizontal and vertical linkages with other sectors, and these linkages should be attentively, explicitly and practically considered in shaping policies, both when links between local producers have to be implemented, and when possible spill-overs from foreign investors are under consideration. Obviously, “modern” competences, knowledge, technologies, etc., should be also introduced, but in a way that can be a complement and a strengthening of the local (regional) characteristics.
Finally, we should consider that institutional structures of countries usually have characteristics that are very deeply rooted into the society. I fear that in the present historical situation interventions, mainly directed to remove economic obstacles, can be ineffective, partially or totally. When we expect reactions of the economy to policy interventions, we should keep in mind that societies are very complex organisms and that the economic aspects are not isolated. In particular, as Kuznets taught us in his Nobel Lecture (1973), modern economic growth needs a very deep structural and ideological transformation of the society, a process that, besides more obvious, but not costless, economic aspects, also involves complex societal characteristics, such as the role of religion, the structure and functions of the family, the role of individuals and communities, etc.. Are MEDs societies ready for such a step right now?
2 Libya has been excluded, because of lack of data. There are very few data on Lebanon.
3 BI = (x^sub i^/x) / (X^sub i^/X) where small letters refer to the country, capital letters to the world, i is for sector and its absence (x or X) means that we are referring to the whole export aggregate. Its interpretation can follow three different lines:
1) to provide a demarcation line among countries showing a CA in a specific sector and countries that do not have it
2) to quantify the degree of specific CA of a country with respect to other countries
3) to provide a ranking of sectors (in a country) according to the index
4 The three OS indexes are strongly empirically correlated to each other.
5 Because of lack of data for some years, Lebanon has not been included in the sample for the estimation (so reduced to 42 countries), even if some other aspects of this country are analyzed in the final sections.
6 The LOESS component has the advantage of utilizing a variable bandwidth, defined as a share of the whole number of observations; the variable bandwidth, called span, is, in practice, an inverse function of data density. This seems appropriate, since the sample used is characterized by areas of different data density. In short, using the LOESS estimation the degrees of freedom is maintained constant in the different local estimations.
7 I have also estimated similar regressions using a second degree polynomial in both non-parametric relationships. Results are highly similar to those discussed in the text; the only remarkable difference is a more pronounced non-linearity of the non-parametric functions, especially in the case of OS^sub th^, but the sign of the slopes remains unchanged (monotonic functions).
8 An analysis of residuals has also been carried out; q-q plots evidence a departure from the normality hypothesis in all cases. This is confirmed by the results of a Jarque-Bera test. Nevertheless, it does not appear as a serious problem for the general linkage that emerges between the variables.
9 It should be stressed that the dispersion of the original data is captured by these country-effects in a relevant share.
10 It is to be stressed that in all the observed cases the relationship between YPC and OS is monotonic, while, for a different result, see the work of Imbs and Wacziarg (2003).
11 Parallel considerations, based on simple descriptive statistics relative to the first half of the nineties, can be found in Havrylyshyn and Kunzel (1997), and Yeats and Ng (2003).
12 Similar considerations, on high level of OS, even if referred to a more restricted geographical context, can be found in Makdisi, Fattah and Limam (2003).
13 Previous but not necessarily similar considerations on this point can be found in Gasoriek, Augier, Lai, Tong (2003), Havrylyshyn (1997)
14 Productive processes, also in similar sectors, are much more capital intensive today, as a consequence of the modified technological context. This has the effect to reduce the effects on employment in the industrial sectors of the process of development. Moreover, the process of tertiarization also changes the general context. International integration may counter-balance these effects.
15 MENA is a different geographic aggregation with respect to MEDs, Massimo Tamberi, Specialization and Growth Perspectives in the South Mediterranean Area Available online at http://eaces.liuc.it
16 It is obvious that the openness indexes used in the analysis can be biased by different size of the economies considered.
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Massimo Tamberi 1
Università Politecnica delle Marche
1 Contact: email@example.com This research received financial support by the MIUR research project 2002133377_003. I wish to thank two anonymous referees for their useful comments. The usual discalimers apply.
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