Shifting industries towards formality—reducing the dualism in the economy—constitutes another important form of structural transformation. Careful studies have documented large efficiency gaps between comparable manufacturing firms in the formal and informal sectors, implying large potential efficiency gains from growth of the formal economy ; Mazumdar and Sarkar 2008). Similarly, the service sector contains sharp distinctions in productivity levels between what are known as “modern” and “traditional” services. Modern services are technology-enabled, transportable, and tradable. They include financial intermediation, communication, computer services, business services and professional services.
Because of links to technology and trade, modern services perform much more like manufacturing: characterised by fast productivity growth and potential to leverage export markets for growth. In India, communications, finance, and computer-related services yield five or more times the output per worker than most traditional services.
- The modern/traditional distinction has been found across broad swaths of developing economies and in India in particular although less distinct.
- Successfully reorienting India’s labour force towards higher productivity sectors would directly boost economic growth. Indeed, McMillan et al (2014) find that the main difference in the growth experience of Asia with that of Latin America and Africa has been due to Asia’s superior success at structural reform.
- The productivity gains imply large welfare gains for some of India’s poorest workers. The McKinsey Global Institute has estimated that an illiterate worker who moves from agriculture to light manufacturing can expect a wage increase of 40%. A worker with basic literacy can expect even better: a wage increase of 70% should he move from agriculture to heavy manufacturing (Gupta et al 2014).
- How should this structural transformation pulling labour into higher-productivity sectors occur? Economists have debated whether the best strategy for job creation in India lies in developing its service or manufacturing sectors.
- Green (2014) argues that the Indian manufacturing sector holds more growth potential in response to policy changes, and Ghose (2015) shows more employment potential for low-skilled workers in manufacturing. This study likewise explores the feasibility of boosting the manufacturing sector.
- Achieving this goal would require intra-sectoral shifts for driving faster expansion of labour-intensive activities, as well as reducing the dualism in the manufacturing sector to reap the benefits of productivity gains that are available from shifting activity and employment into the formal sector.
- This study analyses what could happen if India’s government took steps sufficient to achieve East Asia-style manufacturing growth. The vision for “Make in India” includes goals to increase the gross domestic product (GDP) share of manufacturing to 25% by 2022 and to create 100 million additional manufacturing jobs by 2022 (Department of Industrial Policy & Promotion 2016).
- Are these goals realistic? With assumptions about sector-level growth and employment elasticity, this study projects sectoral employment, productivity and output patterns over 20 years. The projection exercise presented here assumes a structural break in the manufacturing sector due to major policy changes. This implies two important shifts from the usual analysis of structural transformation in India.
- First, it implies that past patterns of the utilisation of labour (for example, labour intensity and skill intensity) will be broken, and therefore do not serve forecasts of the future.
- The experience of five East Asian economies that witnessed manufacturing-led growth booms provides a better benchmark for the parameterisation of the projections.
- Second, because of the minimal parametric restrictions and assumptions, the model can avoid the problem of false precision. Unlike other projections of sectoral employment—for example, Rangarajan et al (2007), Planning Commission (2012), Papola and Sahu (2012), Timmer et al (2014) and Gupta et al (2014)—that follows a detailed industrial classification into important subgroups,
- this paper breaks down manufacturing between informal and formal sectors, to distinguish between the fundamentally different segments of the economy that are often blended together. The projections provide a rough upper bound of possible outcomes from structural transformation, which may be informative for developing policies for structural change.
Developing the Projections
The core of the projection is a sector-wise GDP forecast. Employment figures then derive from an assumption of constant employment elasticity. Hence, the most important parameters are the assumptions of future growth and employment elasticity.
- Data: The employment data used here comes from various sources. The most comprehensive data on sector-wise employment at the four-digit level of India’s National Industrial Classification is provided by the National Sample Survey Office (NSSO). The National Sample Survey (NSS) employment data also breaks down the informal sector employment at the one-digit level. This study uses the NSS 68th (2011–12), 66th (2009–10) and 61st (2004–05) rounds.
- These are matched to the sectoral net value-added data from the national accounts such that detailed employment elasticities and productivity data can be constructed. Unfortunately, outside of manufacturing, the national accounts data only provides a formal/informal breakdown for the net value added. Hence, this study only explores the formal/informal difference for manufacturing.
- Consistent historical national accounts data are only available through 2014, so the projection begins in 2015. Formal sector manufacturing data on employment and value added also comes from the Annual Survey of Industries (ASI), which provides an alternative source to compare with for key parameters.
- The data for the East Asian countries comes from the Groningen Growth and Development Centre (GGDC) 10-sector database that has annual sector-level value added and employment data that match India’s sectoral breakdown fairly well. The main inconsistency is the inability to distinguish between the formal and informal sectors in the East Asian value-added data.6
Methodology:
The key units of observation are broad sectoral categories, namely manufacturing, other industry (construction and utilities), services and the primary sector (agriculture and mining). Manufacturing is further divided between formal and informal segments.
Services is divided between modern services (communications, financial and business services, and real estate) and traditional services (trade, transportation, public administration, hospitality, education, healthcare, entertainment, household services and other).
- A baseline scenario is constructed first to establish a “no change” scenario, in which current policies influencing sectoral transformation are held constant. It therefore relies as much as possible on parameters as currently observed in India. The International Monetory Fund (IMF) estimates India’s potential growth to be 7.75%, which underpins the baseline projection over the next 20 years (IMF 2018).
- A more difficult task is to match that growth rate to reasonable assumptions about sectoral growth. The approach here is to base sectoral growth rates on historical rates from 1994 to 2012.
- The reforms initiated in 1991 produced above-trend GDP growth starting in 1994, corroborated by the structural breaks in the growth rate found by Balakrishnan (2010). The high-growth period ends in 2012 when investor confidence and GDP growth collapses.
- In addition, the most recent available employment data comes from the NSS of 2011–12. By using 1994–2012 parameters, the baseline sets a high bar by presenting a sustained, high-growth period with which to contrast the alternate scenarios.
- The initial growth rate for each sector was taken from each sector’s compound annual growth rate (CAGR) from 1994–2012, which witnessed aggregate growth just above potential growth at 7.1%. To ensure the aggregate rate at the beginning of the projection equals 6.5% and sectoral rates are proportional to their historical pattern I trim each sectoral growth rate by 21%.
- After trimming, the growth rate for the construction and utilities and traditional services sectors lie below the rate of the general economy. However, industries like construction, trade and transportation tend to grow at the same pace as the overall economy. To account for this, a catch-up term is included in their growth projection to pull their growth rates towards the aggregate.
- For the baseline projection, their growth rate is adjusted by half of the distance between their growth rate in 2017 and the general economy growth rate.
- As time progresses in the projection, the faster-growing sectors occupy a larger share of the total economy. This means either the aggregate growth rate will climb over time, or the sectoral growth rates of faster-growing sectors must fall.
- The latter seems more realistic, given the torrid pace of growth during 1994–2012, and given that the baseline assumes no change in the policy mix to facilitate structural adjustment. The individual sectoral growth rates γit therefore decline each year by a factor δ, constant across time and sectors, which keeps the aggregate growth rate from exceeding 6.5% per year.
The annual growth rate for sector i therefore evolves according to the following process:
γit = γi0 (1– δt) …(1)
The exception noted above is for construction and utilities and traditional services, which evolve according to the equation for sector j:
γjt = [γj0 + λ(γt–1– γjt–1)](1 – δt) …(2)
where λ is the catch-up coefficient. For the baseline scenario,
λ = 0.5 and δ = 0.065%.
Sectoral Growth
With these parameters the sectoral growth rates average out to a level slightly lower than their initial rates, presented on lines 2.1 and 2.2 in Table 1.
- For the policy change scenario, the fundamental assumption is that India’s business climate for formal sector manufacturing alters sufficiently to ignite an East Asian-style growth spurt. Therefore, India’s historical pattern is not as relevant as that of East Asia.
- This study compares India with the experience of Korea, China, Indonesia, Malaysia and Thailand, five of the eight high-performing East Asian countries that experienced 20-year booms in manufacturing value added. Singapore and Taiwan were dropped due to their small population, and Japan due to its far more developed status at the time of its post-war boom.
The five countries examined all had large agrarian populations at the time that their manufacturing boom began.
The booms are measured to identify a 20-year period that followed a big bang of reforms comparable to what India might achieve. Therefore, this study matches the start to the time of major events, which admittedly can be somewhat arbitrary relative to a continuum of reform initiatives. However, the basic results are robust to small adjustments in the timing used. Korea’s boom is measured beginning with the election of Park Chung-hee in 1963.
China’s reform period begins under Deng Xiaoping in 1978. Indonesia begins with the major devaluation and banking reforms in 1978. Malaysia took major steps towards export-oriented industrialisation in 1985 and 1986, so this study uses 1985 as the start period. Thailand’s major reforms began in 1985 and continued into the next year.
- For comparison, India’s experience beginning in 1994 is included in Table 2 (p 40). Since this study involves a formal/informal breakdown, it presents India’s experience in the most recent 20-year period for all manufacturing activity as well as for just the formal sector.
- In terms of the initial share of manufacturing in the GDP, India’s full manufacturing sector falls in line with its East Asian peers. Even the formal sector does not have a smaller share of GDP than Korea in 1963. However, during the subsequent 20 years, the manufacturing sector in the other Asian countries gained on average 14 percentage points of GDP share, while India’s manufacturing only kept up with the overall GDP.
- For the projections, I assign India formal-sector manufacturing growth rates that match the country with the highest 20-year growth rate, Korea. Two reasons justify this choice. First, this study focuses on the formal manufacturing sector, which should grow faster than the overall manufacturing sector when structural reforms remove some of the barriers that previously forced firms into the informal sector.
- Since the other country data is for the overall manufacturing sector, the highest-growth country—percentage points above the average growth rate—provides a precedent for possible growth rates that India’s formal manufacturing sector might achieve.
- Second, the scenarios aim to present the potential impact of structural reforms on India’s manufacturing sector. Replicating the highest-growth country establishes a plausible upper bound of the impact on the manufacturing sector of sufficient reform treatment.
- Theoretical arguments can be made to support both positive and negative growth effects on the other sectors in response to big bang manufacturing-oriented reforms. These considerations are discussed in detail in Green (2015). With an array of possible sectoral responses to faster formal-sector manufacturing growth, the projection chooses the starkest point of contrast, assuming the remaining sectors follow their historical pattern, shown in line 3.1 in Table 1.
That set of first-year growth rates produces an aggregate growth rate of 9%, which is maintained for the full 20-year projection.
The informal manufacturing, modern services, and agriculture and mining sectors are assumed to grow according to equation 1. Because the construction and utilities and traditional services sectors are more likely to benefit from manufacturing growth, they are assumed to grow according to equation 2 with λ = 1. This value of λ means these two sectors grow at the same rate as the total economy, about 1.4% higher than their sectoral historical rates.
- The policy change scenario requires a higher level of δ than the baseline because it has two high-growth sectors. All the sectors are compressed by δ = 0.125% to ensure the entire economy’s growth rate remains constant at about 9% per year over the 20-year projection. Despite this limitation, the scenario is aggressive relative to historical growth experience.
- The overall rate at 9% slightly exceeds India’s highest five-year growth period 2003–08 and exceeds the 20-year growth rates of all the East Asian boom economies except China. The average growth rate for each sector appears on line 3.2 in Table 1.
Employment Elasticity of Growth
The economic growth rates combine with the employment elasticity of GDP to generate the core forecast of future employment. While GDP growth is quite commonly understood, the employment elasticity of GDP merits discussion to help apprehend the related assumptions in the projections.
- The employment elasticity of GDP is the percent change in employment for a 1% change in GDP, which is the inverse of marginal productivity, the change in aggregate productivity from adding one worker. Most often the elasticities are calculated from employment and GDP across several years, so they come close to the inverse of average productivity. The marginal/average distinction has three important implications.
- First, high-productivity industries will by definition have a lower elasticity than low-productivity industries. Hence, a low elasticity does not indicate a bad industry for job creation, since ultimately productivity growth lifts wages and living standards. If a high-productivity (low elasticity) industry grows fast enough it can provide a welcome source of high-quality jobs. Accordingly, very high elasticities can indicate problems with falling productivity.
- Second, it is always true that average productivity rises by adding new workers at higher marginal productivity. Because elasticity is the inverse of marginal productivity, a sector’s
average productivity advances in the projections by adding new workers at lower elasticities. In fact, because it is adding new workers faster, a faster-growing sector will have greater productivity growth than a slower-growing sector even when both have identical elasticities.
Third, positive structural change means that higher-productivity (lower elasticity) industry output grows faster. The marginal productivity effect will cause average productivity to grow faster too.
Elasticity is typically measured as the ratio of growth rates of employment and output (arc elasticity) or as the coefficient of a log-log regression (point elasticity). For India, Misra and Suresh (2014), hereafter MS, use KLEMS methodology to construct an annual employment time series that matches GDP data frequency from 1994–2012 and perform log-log regressions for various sectors. They also use ASI data to perform industry-level panel log-log regressions to generate point estimates of employment elasticity in the formal manufacturing sector.
- Unfortunately for this study’s purposes, MS do not make the modern/traditional services distinction and do not address informal manufacturing. Their elasticities can be used for formal manufacturing, construction and utilities and agriculture and mining. Instead, for other sectors I have calculated the ratio of the CAGR for sectoral employment (from NSS data) and the CAGR for sectoral value added (from national accounts data) across the years 2005–12.
- The low frequency of employment data—every five years for NSS data—and occurrence of structural breaks in the economy hinder more precise methods. As a result, the ratio of growth rates methods used here is the most commonly used measure of employment elasticity for India (for example, Rangarajan et al [2007] and MS). These estimates are close to those of MS except for modern services, which in that study only comprises finance and real estate (Table 3).
- In recent years, formal manufacturing in India has witnessed high elasticity relative to other sectors—only construction and utilities is higher—justifying the policy focus on this sector for job growth. The MS estimate utilises industry-level data and, at 0.57, represents the middle value.
- This estimate is also close to the high end of the elasticities seen in most of the East Asian boomers (Table 4). However, those elasticities include the informal sector. When India’s informal sector is included, as in Table 4, India is an outlier in the other direction. The unusual amount of employment in the informal manufacturing sector in India pulls the overall manufacturing elasticity down.
Assuming a similar but smaller effect in the East Asian economies, a slightly high estimate for the formal manufacturing sector in India appears appropriate.
The policy change scenario assumes employment elasticity in formal manufacturing will rise slightly, to 0.7. Elasticity could theoretically rise through two channels. First, a lower effective cost of labour relative to capital because of labour market reforms could induce industries to raise their labour intensity. Second, reforms resulting in lower cost of labour or improvements in infrastructure could improve the comparative advantage of labour-intensive industries, giving them relatively higher growth. Shifting the rates of growth between industries in favour of labour-intensive ones can raise the overall sectoral elasticity. The historical range of elasticities among manufacturing industries is wide enough for the “between effect” to move the elasticity about +/- 0.2 without making unreasonable assumptions about long-run industry growth rates.
- Informal manufacturing has a lower elasticity than formal manufacturing, and formal manufacturing sector growth has been shown to lower the share of employment in informal manufacturing (Ghani et al 2013). Indeed, Unni (2003) finds that the growth of informal manufacturing employment after the 1991 reforms occurred because formal firms were restrained by labour laws.
- As the formal sector offers more jobs, disguised unemployment in the informal sector should decline. Of the two available estimates of informal manufacturing elasticity, the projections use the lower one of 0.15.
- The construction and utilities sector have high elasticity because construction is labour-intensive. Gupta et al (2014) argue that income from the Mahatma Gandhi National Rural Employment Guarantee Act (mgnREGA) programmes have generated a building boom in rural areas, meaning a greater share of construction takes place in low-wage, low-productivity areas.
- This has caused the elasticity of construction to rise. Notice the Rangarajan et al (2007) estimate, which pre-dates the mgnREGA programme, is the lowest. The mgnREGA-induced trend may not persist indefinitely, so the projection uses the MS estimate using log-log regressions, which at 0.99 is on the lower end of the range. This is not exceptionally low by the experience of the East Asian boomers shown in Table 8 (p 44).
- For modern and traditional services, this study’s estimates provide the only elasticities that distinguish between the two sectors appropriately. Most other estimates for modern services in India or East Asian economies are likely too high due to the exclusion of low-elasticity communications.
- Accordingly, the traditional services estimates are likely too low. Compared to the other studies, this study’s estimates appear appropriate. The East Asian boomers’ traditional services elasticities are much higher. Since this exercise assumes little change in this sector, estimates derived from India’s data are more appropriate.
- Agriculture and mining display declining elasticity for the same reason as informal manufacturing, namely shedding of surplus workers. Again, the East Asian boomers’ elasticities are much higher, but the Indian estimates are roughly declining over time, with the trend giving additional confidence that the pattern is not spurious.
- The baseline estimate uses the MS estimate. For the policy change scenario, a better supply of non-agricultural jobs will presumably pull excess workers out of agriculture faster, so the author’s estimate of -0.48 is applied.
Results
The simulation extends from 2014, assuming the employment situation is unchanged from the 2012 NSSO survey. The initial values for the projection are given in Table 5.
Running the simulation over 20 years produces significant differences between the baseline and the policy change scenarios (Table 6). Simple compounding of the assumed growth differential produces overall GDP that is 30% higher than what it might be without reform. Productivity (which should correlate with wages) also grows faster with reform.
- In the baseline scenario modern services follows its historical pattern of being the only high-growth sector (see Table 1). By the end of the projection, this produces a 45% share of GDP for services, which is approaching levels seen in advanced economies.
- In the policy change scenario modern services grow slightly faster, but because other sectors also grow faster, its share of GDP falls. Relatively higher growth rates in formal manufacturing cause it to grow 3.7 times larger than the no-reform scenario, yielding a substantial rise in its share of GDP.8
- Not only does the productivity in each sector expand, but because employment shifts towards higher-productivity sectors, aggregate productivity also expands faster than any individual sector. This inter-sectoral reallocation of labour is a form of structural change.
- Some productivity change due to the inter-sector labour shifts occurs in both scenarios (Table 7). However, the difference in the productivity growth between the two scenarios is mostly due to a higher degree of structural change in the policy change scenario.
- Perhaps most importantly, job growth would be substantially higher in the policy change scenario (Figure 1, p 44). Formal manufacturing employment would grow to exceed informal manufacturing (11% of employment versus 7%). The two together add 76 million new jobs by 2035 over their 2014 levels.
- Agriculture, on the other hand, is assumed to shed jobs faster in the reform scenario. Because so many work in agriculture, it takes ten years before the growth sectors overtake it for net gains over the baseline.
- Construction has a very high need for manpower, so employment in that sector would also expand rapidly. Agriculture sheds jobs, but the other sectors of the economy exhibit plenty of capacity to absorb those workers.
- Green (2014) calculates a need to create 10 million new jobs each year on top of what is needed to recoup manpower shedding in agriculture. Currently, India’s economy does not meet that mark, thereby creating a job gap that pushes people into fallback employment, underemployment, unemployment or out of the labour force.
- The baseline scenario does not reach a pace of creating 10 million jobs per year until 2030. This creates a backlog of workers (the cumulative historical gap) that do not find a job. The policy change projection hits a pace of 10 million new jobs per year by 2022, and completely covers the job gap backlog by 2027.
Alternative Specifications
- India’s economy is in a constant state of transformation, typical of developing economies with high growth rates. This makes any 20-year extrapolation risky. The data underpinning the projections is not perfect either. For instance, there may be short-run phenomena such as drought years that create misleading patterns. Employment is not a sharply defined concept, especially in an economy characterised by high rates of informality.
- Of course, almost any outcome can be achieved by selectively choosing high or low growth rates and employment elasticities. Therefore, this exercise has utilised mid-range parameters from recent estimates compared with historical patterns in India and East Asia. Nonetheless, it remains worthwhile to carry out some alternative specifications to explore how sensitive the projections are.
This section will focus only on the formal manufacturing sector—the main sector of interest—to limit the number of permutations explored.
The “Make in India” goals provide useful targets to structure alternative specifications around. These goals specify increasing the GDP share of the manufacturing sector (formal and informal together) to 25% by 2022 and creating 100 million additional manufacturing jobs by 2022. Structuring scenarios around meeting these targets allow a measure of the sensitivity of the projections to both growth and employment elasticity assumptions.
- Attaining 25% of GDP by 2022: The first alternative scenario asks what growth rate of formal manufacturing would be required for the overall sector to reach 25% of GDP by 2022, or within eight years of the start of the projection. In the original policy change scenario, manufacturing comprises 21% of GDP in 2022 and does not reach 25% of GDP until 2030.
- As discussed in the previous section, the growth rates in several other sectors may get pulled higher by faster growth in formal manufacturing. This would create headwinds for attaining a share-of-GDP target. For the purposes of simplicity, this scenario ignores such effects and assumes that growth rates in the other sectors—including informal manufacturing—remain identical to the policy change scenario.
- Making the single change of adjusting the formal manufacturing growth rate to meet the target, the projections indicate that the formal manufacturing sector would need to grow at 20% per year for the overall manufacturing sector to reach 25% of the GDP by 2022 (Table 8).
- This is about 6 percentage points higher than the growth rate assumed in the policy change scenario and 4 percentage points higher than the highest annual growth rate of formal manufacturing in the last 20 years.
- Further, the average annual productivity growth displayed by overall manufacturing in the first two scenarios is more than double the productivity of either the formal or the informal manufacturing sectors. This is a more extreme example of the inter-sectoral effect noted earlier, as the higher output growth rate in formal manufacturing shifts the proportions of economic activity from a low-productivity to a high-productivity sector.
- 100 million manufacturing jobs by 2022: The second scenario asks what parameters could yield 100 million new manufacturing jobs by 2022, compared to the 17 million as estimated from the same date in the policy change scenario.9 For illustrative purposes, the second scenario assumes that growth remains unchanged from the policy change scenario, so only the elasticity of formal manufacturing is allowed to adjust.
- In this case the elasticity would need to be 2.16. By almost tripling the elasticity from 0.70 in the policy change scenario, the projection produces a nearly sixfold rise in the number of new jobs created in the first eight years. By the end of the 20-year projection, the high elasticity yields a 38-fold increase, the product of compound growth rates of output.
- Such a rise in elasticity implies a completely unprecedented jump—by Indian or international standards—in labour intensity in formal manufacturing. As described above, theoretically this could occur either within the industries that constitute formal manufacturing, or between them as higher elasticity industries grow faster.
- However, the inter-industry channel has only limited range to impact elasticities. This would mean the labour intensity within industries would need to bear the burden of adjusting for the manufacturing elasticity to rise so fast. A rise in elasticity necessarily impacts average productivity. Applying such large quantities of labour on the same amount of output implies formal manufacturing productivity falling by more than 12% per year across the projection period.
- Combined goals: As a final exercise the two goals can be combined. If manufacturing reached 25% of GDP by 2022, what elasticity would formal manufacturing require to also reach the goal of 100 million new manufacturing jobs? This scenario repeats the assumption that the other sectors’ growth rates and elasticities remain the same as the original policy change scenario.
- In this case, the growth rate of formal manufacturing again reaches 20% per year to attain 25% of GDP for manufacturing. With that growth rate, a lower employment elasticity can achieve the same employment goal. Hence, the necessary elasticity falls to 1.6, still an unprecedented figure.
- If this growth rate and elasticity extended for the full 20 years of the projection, manufacturing would create 4,103 million new jobs, a 54-fold increase over the original policy change scenario. Formal manufacturing productivity would fall to 9.5% per year in this case.
Sensitivity Analysis
The alternative specifications, roughly demonstrate the range of possible outcomes from altering the key parameters of growth rate and employment elasticity. However, a fuller sensitivity analysis illustrates that even staying within previously observed values of GDP growth and employment elasticity generates a strikingly broad range of forecasts.
The sensitivity analysis begins by generating a variance–covariance matrix of the sectoral growth rates from the rates observed historically. For the baseline scenario, the matrix draws on India’s sectoral growth rates from 1994 to 2012. For the policy change scenario, the matrix is generated from the sectoral growth rates observed in the East Asian countries, which have been pooled together for comparison, during their growth boom years.10
- The model then runs 10,000 times each for the baseline and policy growth scenarios. While the growth rates applied in the earlier scenarios represent average values, the 10,000 runs use random draws of growth rates for each of the two distributions.
- Drawing from the covariance matrix provides some structure to allow sectoral growth rates that tend to co-move in the draws. The δ term will compress all sectors to keep the aggregate growth rate at the long-run level, so one sector’s draw will affect the other sectors’ final growth levels.
- The sectoral GDP illustrates the range of outcomes well, even if the levels have little intuitive meaning. The 95% bands of the GDP outcomes can be seen in Figure 2. While the median policy change scenario lies well above the median baseline scenario, the 95% confidence bands are wide. The range of experiences in East Asia was large enough so that the baseline median lies within the range of all policy change scenarios.
- The sensitivity of employment to parameter values also merits assessment. Employment depends on both the growth rate and elasticity, so both should be used to gauge the sensitivity of the projections. The two growth rate sensitivity analyses can produce employment levels, too.
- Applying the Indian and East Asian employment elasticities to the growth rates from the 10,000 draws of the baseline and policy change scenarios, respectively, generates a distribution of employment outcomes.
- Because employment elasticity should be measured across long time spans, India alone does not provide enough data points to construct a variance matrix and produce a sensitivity analysis. Even the data for East Asia is limited for this reason.
- For East Asia, the employment elasticity is measured across the two 10-year windows in each 20-year boom period of each East Asian economy. The random draws come from the variance measured across the observations for each sector, pooled across countries.
- Employment levels at the end of the projection period vary even more substantially than the growth rates. In Figure 3 (p 45), the two growth distributions produce employment levels that are proportional to the outcomes in Figure 1, but scaled by the employment elasticities. While the sectoral elasticities for India and Asia are not identical, the differences only substantially change the proportions for the agriculture and mining sector.
- The results using the distribution of the East Asia elasticities require some explanation. For formal manufacturing, other industry and agriculture and mining, all three distributions paint a similar picture. That is, the median policy change scenario lies well above the median baseline scenario, implying that the 95% confidence bands are wide.
- For the other three sectors, however, the East Asian elasticity results do not align with the scenarios using India’s elasticity. As noted earlier, the East Asian data does not have informal manufacturing broken out at all. Formal manufacturing is used instead, making the East Asian elasticity distribution for informal manufacturing a poor comparison.
- The East Asian elasticities for the two service sectors are much higher than the Indian elasticities. This elevates the top of the distribution far above the other two scenarios. In fact, for formal manufacturing, the mean of the baseline scenario is below the 95% confidence band for the East Asian elasticity distribution scenario.
Despite the indication of a significant difference between the baseline and reform scenarios, this sensitivity analysis, by and large, underscores the uncertainty involved in 20-year projections. The main projection results discussed in the paper use mean values, but a much wider set of outcomes might reasonably be expected to occur. That does not imply that projections based on mean values have no merit. They still provide useful central values for expectations of future outcomes.
Conclusions
This study has attempted to apply a rigorous approach for developing a 20-year projection of growth and employment in India. A realistic but ambitious parameterisation of a simple projection demonstrates the potential impact of an East Asia-style manufacturing boom in India. Growth, employment and productivity would all improve.
- This occurs because the central projection simulates the formal manufacturing sector growing to attain 27% of GDP in 2035 from the current 11%. Two implications of these results are worth noting.
- First, the policy change scenario forecasts that 15% of the workforce could be employed in high-productivity industries in the formal manufacturing sectors and modern services after 20 years. As a comparison point, Green (2014) estimates that almost half of India’s workforce will have finished high school by 2035, double the share today.
- Such a graduation rate would represent a dramatic improvement in worker quality over the current workforce. Compare this to the profile of the industries that are most likely to need workers with at least a high school education. Currently, 48% of the workers in formal manufacturing, 88% in the modern service sector and 60% in the traditional service sector have at least a high school education.
- Those three sectors employ 29% of the workers, while the remaining sectors utilise a much lower share of skilled labour.
- The potential rise in education levels above current industry need raises the question of where these workers will find work appropriate for their superior education. Another way to look at the potential mismatch is via Say’s Law that supply creates its own demand.
- Say’s Law suggest that businesses that can effectively utilise a better educated workforce will grow faster due to a growing skilled labour supply. Much better educational attainment may suggest that the projections presented here are not unrealistic.
- Second, the main policy conclusions of this study could be established with a more casual parameterisation, as the basic results are robust to a range of realistic assumptions. One point of rigorously parameterising the model is to rigorously rule out what is not realistic.
- The “Make in India” goals of the manufacturing sector reaching 25% of GDP and creating 100 million new jobs by 2022, while worthwhile for inspirational purposes, do not appear realistic. The latter does not even appear realistic in a 20-year time frame.
Notes
- Author’s calculations based on the 14-industry aggregation in India’s national accounts. From largest to smallest, these three are chemicals and pharmaceuticals, basic metals, and transport equipment, according to the National Sample Survey (NSS) and national accounts data.
- Author’s calculations based on NSS and national accounts data. Business services productivity stands out less clearly because high-productivity workers like call centre workers are far outnumbered by security guards and errand boys with productivity that compares more closely to workers in traditional service sectors.
- This is a point missed by most evaluations of manufacturing versus service sector-led growth (Ministry of Finance 2015).
- Rangarajan et al (2007), Planning Commission (2012), Papola and Sahu (2012), and Gupta et al (2014) break services into subsectors, but they follow a common national accounts breakdown in which communications—a modern service industry—is grouped together with transportation—a traditional service industry—hindering a modern/traditional distinction in their results.
- The difference is consumption of fixed capital, akin to depreciation. All further references to value added indicate gross. Another concern with the formal/informal distinction outside manufacturing is a problem in the classification of non-manufacturing informal enterprises. Manufacturing enterprises with more than 20 employees (10 employees if power is used) must register with the government, and so are considered formal regardless of incorporation. Service sector formality derives only from incorporation. Hence, about 4% of unincorporated services firms that meet the employment threshold would be considered formal if they engaged in manufacturing, but instead are classified as informal.
- The modern/traditional services split in the GGDC data suffers from the same problem noted in endnote 4, that modern-sector communications is aggregated with the traditional-sector transport and storage industries. Hence it is not strictly comparable to India’s data.
- National accounts data includes a breakout for value added from services of owner-occupied dwellings, which is typically lumped with business services. Since these entail no employment component, they were excluded from value added attributed to modern services.
- Further details are available in an online appendix (Green 2015).
- For the exercises presented here “new jobs” means a rising headcount, net of replacing workers who leave the workforce.
- The same limitations noted earlier about the East Asian GGDC data apply here, so formal and informal manufacturing get the same values in the covariance matrix.
- Author’s calculations using data from Goldar (2014) and National Sample Survey Office (2011).