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Thursday, December 07, 2017

Announcements

Research Associate at IDFC Institute, Mumbai

IDFC Institute is looking to hire Research Associate(s) on a full-time basis. The candidate’s main project at the Institute will involve estimation of job creation potential of infrastructure projects in India. The project aims to create a diagnostic tool to assess the impact of infrastructure investment in a given region. The project will entail a combination of survey, spatial/GIS, and secondary data analysis. In addition to research work, it will also involve project management.

Qualification

Candidates with the following background may consider applying for the position:

  1. Master’s degree in Economics with demonstrated research ability, and interest in public policy
  2. Good quantitative skills and proficiency with R/Stata
  3. Excellent writing skills are essential
  4. At least 3 years of work experience is desirable

Remuneration

Competitive think tank salary commensurate with candidate’s experience.

How to Apply

Interested candidates may send in their CV to contact@idfcinstitute.org

Friday, December 01, 2017

Estimating the potential number of personal insolvency cases at the DRT

by Renuka Sane.

The Insolvency and Bankruptcy Board of India (IBBI) has recently proposed regulations that would bring into effect the personal insolvency sections in the Insolvency and Bankruptcy Code (IBC). These are to be initially applicable for guarantors and small businesses, and over the next few years, be applicable to all individuals. Under the IBC, Debt Recovery Tribunals (DRTs), that were established for adjudication and recovery of debts due to banks and financial institutions, are designated to be the adjudicating authority for personal insolvency.

This article examines the likely load on DRTs due to the notification of personal insolvency sections of the IBC by asking three questions with respect to personal loans from the banking channel in India:

  • What is the spread of personal loans across districts in India?
  • How many cases are likely to emerge on account of defaults?
  • How well prepared are the DRTs to handle these cases?

The article focuses only on personal loans for two reasons. First, data on bank loans is one of the only reliable sources of public data on individual borrowing. Data on borrowing from other sources is not easily available. Second, there is no ambiguity about personal loans being taken by individuals. Other categories of loans (such as retailers, industry, transport operators etc) may or may not be individuals. The estimates, therefore, are conservative. They exclude loans given by banks to individuals which are not classified as personal loans. They also exclude other formal and informal loans that individuals may have taken from sources such as NBFCs, micro-finance and others.

The question on DRT preparedness also narrowly focuses on the presence of the DRT in a particular district, and the expected case-load where DRTs are present. Questions on procedural efficiency at DRTs, as well as optimal judge strength will also be important, as will be the interaction between the resolution professionals and the DRTs.

Data

Data on credit outstanding is sourced from Table 5.9, Basic Statistical Returns of Scheduled Commercial Banks in India - Volume 45, March 2016, Reserve Bank of India. Personal loans are divided into three categories - loans used for housing, loans used for the purchase of consumer durables and loans for other reasons. Among these, it is likely that loans for housing and consumer durables are secured loans. Table 1 shows the summary statistics for the district-wise spread of outstanding personal loans and the number of accounts as of March, 2016.

Table 1: District wise outstanding accounts for personal loans (RBI, 2016)
Min Median Mean Max
Outstanding personal loans (in Rs. billions) 0.062 5.2 21.2 953.8
Outstanding personal loans accounts (in 000) 0.27 23.9 85.7 3949.6

The maximum credit outstanding in a district was INR 954 billion in 3.9 million accounts. The data also suggests that the spread of loans is not normally distributed, that is, there exist a few districts with very high outstanding personal loans (in terms of both, value and number of accounts).

Personal loans across India

An understanding of total credit outstanding in each district would be extremely important from the point of view of the impact of personal loans (and defaults on these loans) on the banking system. However, the question of interest is the number of potential insolvencies from the point of view of the DRTs. It is, therefore, more important to focus on the number of loan accounts, than the value of credit outstanding.

For example, if we have two districts with the same value of credit outstanding, but one district has twice as many loan accounts as the other district, the number of default cases are likely to be higher in the first district if one assumes similar rates of default. While it is true that if one DRT sees fewer cases of higher value, while the other sees larger number of cases of lower value, then the staffing, technology and expertise required in the two DRTs is likely to be different. However, from a pure case-load point of view, the number of potential defaults is the statistic of first-order importance.

Figure 1 shows the total number of personal loans outstanding by districts. The darker shaded districts have higher number of personal loan accounts. The yellow dots represent DRT locations.

Figure 1: Number of accounts - outstanding personal loans

There is wide variation in the distribution of number of accounts across India. Though the map for credit outstanding is not presented, the variation is similar to that of number of accounts. The DRTs are located in regions with high number of personal loans. However, there are several districts in South and East India that have a large number of loan accounts, but do not have a DRT in their district. Similarly districts in Kutch, Rajasthan, Punjab also do not have a DRT.

If we focus only on the top 10% of districts by total number of personal loans, we end up with 63 districts. The median number of loan accounts in these 63 districts is 233,807 while the average number of accounts is 561,436. Of the 63 districts, almost 70% districts do not have a DRT. However, the top 10 districts in these 63 account for 62% of the total number of accounts, while the top 20 account for 74% of the total accounts. Of the top 10, two districts do not have a DRT. Of the top 20, seven do not have a DRT. From the narrow point of view of presence of DRTs, the situation is perhaps not that bad, as districts with a high concentration of loan accounts (barring the seven in the top 20) do have a DRT.

The absence of DRTs becomes prominent as we move to districts in the lower deciles. Even though the number of loan accounts in these districts may be low, borrowers will need some mechanism to be able to access the DRTs if they are to avail the provisions of the IBC.

Expected case load

Total number of accounts give us a stock of debt at a particular point in time. Not all loans will undergo default, and not all loans that undergo default will come to the IBC to get resolved. To arrive at a number of potential cases, we have to make assumptions about number of defaults, and the number of cases that may come through the IBC route.

Information on defaults on personal loans is sparse. Delinquency on education and housing loans is estimated to be around 8-9%, and 1% respectively. We, therefore, calculate the likely number of accounts that will default in each district, under assumptions of a default rate of 1%, 5%, and 10%. This analysis assumes that the default rate is uniform across the country, though in reality, this will differ by district. The analysis further assumes that 10% of the cases that default will come to the IBC. This is a purely arbitrary number. Ex-ante we do not know how many cases will come to the IBC, and in fact, the efficiency of the IBC will drive this number over time.

Table 2 provides the potential number of accounts (in '000) that will default if the default rate were 1%, 5% and 10%.

Table 2: Number of potential defaults (in 000) in top 20 districts
State District 1% of accounts 5% of accounts 10% of accounts DRT present
NCT of Delhi Delhi 39.50 197.48 394.97 Yes
Karnataka Bangalore urban 34.13 170.63 341.27 Yes
Maharashtra Mumbai Suburban 31.80 159.02 318.04 Yes
Maharashtra Mumbai 27.47 137.33 274.66 Yes
Tamil Nadu Chennai 24.78 123.88 247.76 Yes
Telangana Hyderabad 17.37 86.85 173.71 Yes
Maharashtra Pune 16.77 83.83 167.66 Yes
West Bengal Kolkata 10.69 53.47 106.93 Yes
Maharashtra Thane 8.14 40.71 81.41 No
Telangana Rangareddy 7.84 39.19 78.37 No
Gujarat Ahmedabad 7.25 36.23 72.47 Yes
Haryana Gurgaon 5.06 25.28 50.57 No
Tamil Nadu Coimbatore 4.77 23.86 47.73 Yes
Kerala Ernakulam 4.63 23.13 46.25 Yes
Uttar Pradesh Gautam Buddha Nagar 4.25 21.24 42.49 No
Gujarat Vadodara 3.97 19.84 39.68 No
Rajasthan Jaipur 3.87 19.36 38.71 Yes
Kerala Thiruvananthapuram 3.87 19.35 38.70 No
Andhra Pradesh Vishakhapatnam 3.51 17.56 35.13 Yes
Gujarat Surat 3.39 16.95 33.91 No

As discussed earlier, several of the districts even in the top 20 districts by number of loan accounts, do not have a DRT presence. With a 1% default rate, and 10% of default cases going to the IBC, the following number of cases will not have an obvious choice of DRT in the district.

Table 3: Number of potential default cases in districts without a DRT
District 1% accounts 10% defaults
without DRT default go through IBC
Thane 8140 814
Rangareddy 7840 784
Gurgaon 5060 506
Gautam Buddha Nagar 4250 425
Vadodara 3970 397
Thiruvananthapuram 3870 387
Surat 3390 339

In the districts, where there is a DRT presence, the case-load may become too large. For example, if we assume a default rate of 1%, then Delhi should see 39,000 defaults. If the default rate is assumed to be 10%, then Delhi should see almost four lakh defaults. One could argue that several of these cases are housing or consumer loan cases which may not come to the IBC. While this is true, the number of loan accounts on housing and consumer durables are much smaller - for example after removing these two loans, Delhi would still see 37,000 defaults if 1% of accounts were to undergo default. Even if only 10% of these, i.e. 3,700 cases, were to make it to the IBC, it still adds up to a sizable number of cases.

Challenges

Currently, the DRTs deal with bank loans above INR 10 lakh. However, there are only 65 lakh loan accounts in this size threshold in the entire banking system. In contrast, there are 14 crore household loan accounts, and their average size is INR 2.3 lakhs. The logistics, procedures and skills required to deal with cases stemming from defaults on small personal loans will be very different from what the DRTs are typically used to dealing with. The analysis suggests two challenges for the DRTs in dealing with personal insolvency:

  1. There are at least seven districts where the number of loan accounts is high, but there is no DRT presence. As one moves to districts with fewer loan accounts, the DRT presence becomes negligible. While it is true that defaults in these districts will not be as high as in the districts with a larger number of loan accounts, a mechanism for these borrowers to reach out to the DRTs needs to be designed and implemented.

  2. The case load on existing DRTs will rise significantly even if 1% of personal loan accounts in a district were to default, and just under 10% of these were to be brought under the IBC. This is a concern as there were already a 109,518 cases pending at the DRTs as of 30 June 2017. One way to deal with this issue is to have a larger role for the resolution professional combined with simplified forms and procedures to reduce the flow of cases to the DRTs.


Even conservative estimates of defaults only on personal loans from the banking channel, suggest that the DRTs have to increase their preparedness before they handle personal insolvency cases. The current functioning of the DRTs leave a lot to be desired. One issue that has been raised is that of low productivity of judges at the DRTs, where productivity is measured as the low disposal rate per judge. Low disposals also result in delays in cases. However, the delays are often a result of trial failures, on account of incompetence by the concerned parties to the case.

If these issues are not resolved, then the the DRTs will get overwhelmed with cases from individual insolvency. To effectively deal with resolution of such loans, there will need to be an increase in the presence of DRTs across India. The DRT rules of procedure, reach, infrastructure, as well as their use of technology for case management, will require a comprehensive re-think.

 

Renuka Sane is a researcher at the National Institute of Public Finance and Policy. I thank Mayank Mahawar for research assistance.

Thursday, November 30, 2017

Law Economics Policy Conference (LEPC), 2017

Last year we initiated LEPC-1, a novel unification of law, economics and public policy. The program for the 2017 conference is now up.

Wednesday, November 29, 2017

Interesting readings

The impact of the GST on Indian investment by Gaurav S. Ghosh in NIPFP YouTube Channel, November 29, 2017.

Shun rhetoric, appreciate IBC problem by Somasekhar Sundaresan in Business Standard, November 28, 2017.

Safety Trends and Reporting of Crime - A crime victimisation survey by Avanti Durani in NIPFP YouTube Channel, November 27, 2017.

The Serial-Killer Detector by Alec Wilkinson in The New Yorker, November 27, 2017.

An Indian spot currency trading platform by Bhargavi Zaveri and Radhika Pandey in Business Standard, November 27, 2017.

Initial Coin Offerings Horrify a Former S.E.C. Regulator by Nathaniel Popper in The New York Times, November 26, 2017.

The Quiet Rivalry Between China and Russia by Robert D. Kaplan in The New York Times, November 3, 2017.

Drones are taking to the skies above Africa to map land ownership by Robert Wayumba in The Conversation, November 26, 2017.

Measuring the drama in the economy by Ajay Shah in Business Standard, November 26, 2017.

The simple economics of clean air by E. Somanathan and Ridhima Gupta in The Indian Express, November 23, 2017.

The End of the Social Era Can't Come Soon Enough by Nick Bilton in Vanity Fair, November 23, 2017.

Time to change the House rules by M.R. Madhavan in The Hindu, November 22, 2017.

Resource constraints in the delivery of maternal and child health by Anjini Kochar in NIPFP YouTube Channel, November 19, 2017.

This Gene-Editing Tech Might Be Too Dangerous To Unleash by Megan Molteni in Wired, November 16, 2017.

How can we deter crime? by Ajay Shah in Business Standard, November 13, 2017.

Meet Arun Chandra Mukherji, the grand old man of India's insurance industry by Subhomoy Bhattacharjee in Business Standard, November 3, 2017.

Robert Mueller's Brilliant Strategy for Outmaneuvering Trump Pardons by Jed Handelsman Shugerman in Slate, November 3, 2017.

The problem with 'tribunalisation' by Somasekhar Sundaresan on Wordpress, November 2, 2017.

Thursday, November 23, 2017

Measuring the pre-and post-GST tax cost of investment

by Gaurav S. Ghosh and Jack Mintz.

The most wide-ranging change to the Indian tax system in decades is the introduction of the goods and service tax (“GST”). But is this tax beneficial or harmful for investors, especially for new investment? Is the GST impact uniform across sectors, or does it favour in some sectors while harming investment in others?

India’s GST reform has integrated state level sales taxes and central excise and service taxes into the GST, which is a centralized value added tax (“VAT”) and enables businesses to claim more refunds of taxes paid on purchases from other businesses. It removes a significant amount of taxes on business inputs that are cascaded into business costs and passed on to consumers or businesses purchasing goods and services from other businesses. Some non-refundability of input taxes remain for exempt sectors such as agriculture, petroleum and alcohol. Generally, though, the Indian VAT reform will result in a signficant reduction in VAT on business input costs as we show below.

We report results from our recent study where we evaluate the cost burden placed by India’s tax code upon potential investors, both before and after the introduction of the GST. We do this by developing an economic model that is calibrated to represent the Indian tax system, and then using this model to simulate GST impacts. The model and its implementation are described below. This is followed by discussion of our results.

The METR model

Our tool for evaluating the impact of the Indian tax system on investment incentives is the Marginal Effective Tax Rate (“METR”), which measures the tax wedge imposed upon investment. The METR is an analytical framework developed in the 1980s to evaluate tax systems in their aggregate and to facilitate cross-country and cross-sectoral comparisons. Seminal METR studies from this era are Auerbach (1983), Boadway et al. (1984) and King & Fullerton (1984). The METR has since been used by academics and governments to evaluate tax competitiveness, gauge the economic impacts of changes to the tax code, and design investment-friendly tax policies. The METR analytical framework is useful because it provides a strong empirical basis to tax policy debates. It has proved itself over the years by being used by policy makers worldwide. Ours is the first in-depth implementation of the METR framework to the Indian economy.

The tax wedge, $\omega$, estimated under the METR framework, is the difference between the pre-tax rate of return earned by a marginal project, $r_g$, and the post-tax rate of return that accrues to the marginal project’s investors, $r_n$. The METR itself is the tax wedge divided by the pre-tax rate of return.

\[ METR = \frac{\omega}{r_g} = \frac{r_g - r_n}{r_g}\]

The sizes of the tax wedge (and the related METR) is affected by direct taxes, sales taxes on capital purchases and other capital-related taxes like stamp duties. The METR also accounts for tax incentives including accelerated depreciation, initial allowances, and tax credits. High METRs imply high tax loads and low returns to investors and vice versa. High METRs therefore indicate that the associated tax systems are less competitive when it comes to attracting capital investment.

Estimating the METR for a marginal project requires the estimation of $r_g$ and $r_n$ for that project. In the METR framework, both variables are functions of a wide array of tax rates and incentives; the functional forms are derived through recourse to standard microeconomic principles and assumptions. We do not provide technical details here. Interested readers can refer to Ghosh & Mintz (2017). We only note that the post-tax rate of return $r_n$ is equal to the inflation-adjusted market interest rate for issuing bonds and equity finance, which is the same across all businesses net of risk. The pre-tax rate of return, $r_g$, is estimated by estimating the user cost of capital model (Jorgenson, 1963) net of depreciation and risk. The Indian tax system therefore affects the estimation of $r_g$ and $r_n$ – and by extension, the estimation of the METR – because of its impact on the real market rate of return and the user cost of capital within the structure of our model.

Aggregation principles

METR estimation requires consideration of the marginal investment that earns a pre-tax rate of return sufficient to cover taxes and the market rate of return. The marginal investment depends on the characteristics of its industry and the choice of production technology. Every sector, in effect, has a multitude of marginal investments varying across characteristics like industry, asset class and financing structure. Each marginal investment has a different METR because it faces a different tax treatment once all relevant taxes, exemptions and their interactions are considered. Debt-financed transportation in the power sector will, for example, have a different METR than equity-financed machinery in the agriculture sector. There are multiple reasons for this: the differential treatment of debt and equity in the Indian tax code where interest payments are deductible, but dividends are not; the different incentives available to investors in the power and agriculture sectors; and the differential tax treatments of asset classes.

Accurate estimation of the METR, whether at the sectoral or all-India level, requires consideration of this heterogeneity across different types of marginal investment. Consistent with the literature (King & Fullerton, 1984; Mintz, et al., 2016), we estimated METRs by using a bottom-up approach.

First, we identified four key tax and economic characteristics of a marginal investment in India. These were sectors, asset types, investment sizes, and whether the marginal firm was paying the corporate income tax (“CIT”) or the minimal alternate tax (“MAT”). Each marginal investment would have some level of each of these characteristics. Second, we identified the number of levels for each characteristic. There were nine sectors, six asset types, two firm sizes and two types of tax payers, as shown in Table 1, leading to 216 unique marginal investments. The identified sectors (except “Others”) were the main investment destinations in India, accounting for 93 percent of investment in 2015 among firms in the Prowess database. The asset types were those identified for differential treatment under the Indian tax code. Firm size was selected on the basis of the investment threshold for initial allowances: these are only allowed for investments exceeding INR 250 million.


Table 1: Characteristics and levels of marginal investments in India
Industry / SectorAsset typeFirm SizeTax payer type
Agriculture, forestry & fishingBuildingsSmall firms, with investment < INR 250 million in 2015 CIT payer
Construction Furniture & fittings
Electricity, steam, gas & AC supply
Finance & insuranceInventory
Information & communication (“Infocom”)LandLarge firms, with investment > INR 250 million in 2015MAT payer
ManufacturingMachinery
Wholesale & retail trade, repair of motor vehicles & motorcyclesTransport
Transportation & storage
Other

Third, METRs were estimated for each of the 216 marginal investment types. This required collection of tax and economic data for each type, and then the incorporation of this data into the formal METR model. Finally, METRs were calculated at different levels of aggregation as weighted averages of subsets of the 216 types. For example, the all-India METR was a weighted average of all 216 METRs, while a sectoral METR was a weighted average of the 24 METRs relevant to that sector. The weights used were the capital shares associated with each marginal investment type. The capital share was the proportion of all new investment capital in a given year that was allocated to a given marginal investment type. The capital share data and certain other data were obtained from the Prowess database. Other data sources were the Indian Income Tax Act, tax guides published by EY and other accounting firms, official Indian government communications, the Thomson Reuters EIKON financial database, and publications by the Central Statistical Office.

Results

Some results from our analysis are presented below. We begin with a comparison of METRs before and after the implementation of the GST, which is shown in Figure 1. We compare METRs both at the all-India level and at the sectoral level. The blue (red) bars represent pre-GST METRs (post-GST METRs).

We see that the GST leads to a fairly large drop in METRs at the all-India level, from 28% to 22%. This is because the GST removes pre-GST blockage of many input tax credits. Many of the blockages arose because different indirect taxes – such as state VAT and central excise and service taxes – could not be set off against each other. Consider the plight of a services firm, which paid state VAT on some inputs, but collected central service tax from its customers. Since state taxes were not creditable against central service taxes they were blocked, leading to tax cascading. Unable to claim credit for state taxes paid, the firm’s input costs would be higher by the amount of the blocked taxes. This higher tax burden would lead to a higher METR. Post-GST, the distinction between central and state taxes vanished and therefore many blockages and cascades also vanished.

Other blockages arose because of exemptions granted under the pre-GST system. It is a common misconception that tax exemptions are business-friendly. Nothing could be further from the truth. Since the exemption recipient does not pay the output tax, it cannot set off its input taxes. All input taxes in exempt sectors are therefore blocked and lead to a higher METR on investment. The GST has retained some previous exemptions, such as in the agriculture sector, but has removed others. This has contributed to the overall drop in the METR.

We also see that METRs are heterogeneous across sectors. Pre-GST, METRs were lower in production-related industries than in service industries. Production sectors may have had lower METRs, but for different reasons. Manufacturing benefited from relatively low central and state indirect tax rates, as well as few input tax credit blockages. This is because most investment in the manufacturing sector is into machinery and equipment (“M&E”), which had relatively favourable tax treatment. Agriculture and electricity, on the other hand, were exempt sectors and therefore had blocked credits. However, these sectors received other benefits from the tax code that, together, brought down their METRs. Agriculture was exempt from the corporate income tax, while electricity benefited from large tax depreciation allowances and (like manufacturing) low indirect tax rates on M&E. The service industries had higher METRs because they faced higher taxes on their inputs as well as greater blockages on input tax credits. The asset mix for the service sectors consisted of comparatively less M&E (with the exception of finance) and more of other assets like land, buildings, transport and inventory. The pre-GST tax treatment of these other assets was relatively less favourable than for M&E.

When comparing pre- and post-GST METRs, two results stand out. First, METRs have reduced for all sectors with the sole exception of electricity (to be explained below). Second, the size of the METR reduction varies across sectors with the reduction being higher in the service sectors than in the production sectors. As a result, although variations in METR persist in the post-GST era, the size of these variations has reduced, with the specific result that the tax competitiveness gap between the production and service sectors has also reduced.

These results can be unpacked. Perhaps the most notable result in the figure above is that the GST raises the METR in the electricity sector, while reducing it in others. Pre-GST, the electricity sector faced two distortions: sector-specific indirect tax incentives and blocked input tax credits. The former was beneficial and the latter harmful from an investment (and METR) perspective. The two distortions cancelled each other out, leading to a relatively low METR of 29%. Post-GST, the beneficial sector-specific incentives were removed while the harmful blockages remained. As a consequence, the METR increased sharply in this sector to 38%. The services sectors benefited more from the GST because they were the ones for whom blocked credits were a greater problem in the pre-GST era. This led to a reduction in the tax competitiveness gap between the services and production sectors.

Summary

The merits and demerits of the GST have been debated vigorously in the press and among the policy community in recent months. We contribute to this debate by presenting the results of the first (to our knowledge) empirical investigation of the impact of the GST on the incentive to invest in India. We find that the GST does improve investment incentives at the all-India level by reducing the marginal effective tax rate or METR from 28% to 22%. This is achieved through a reduction in the blockages of input tax credits across value chains and a reduction in indirect tax exemptions. The all-India METR numbers mask heterogeneity at the sectoral level. Pre-GST, the Indian tax code incentivized investment in production sectors like manufacturing and electricity through lower METRs, while the tax cost of investment was relatively higher in service sectors like transport, information & communications and trade. Post-GST, this pattern of incentives has changed. While METRs for manufacturing remain low, METRs for the power sector have increased significantly. METRs for the service sectors have also come down sharply post-GST. METRs in some service sectors like finance and trade are now roughly equal to that for manufacturing.

In summary, the GST has reduced the overall tax cost of investment in India and reduced investment distortions in the tax code, somewhat levelling the playing field between the production and service sectors as destinations for investment. This is good news, but we caveat it by pointing out that the full potential of the GST as an incentive for investment has not been reached. We have unreported results that show that METRs would come down further – particularly in the electricity sector – if the remaining exemptions were removed.

References

Auerbach, A., (1983), Taxation, corporate financial policy and the cost of capital, Journal of Economic Literature, 21(3), pp. 905-940.

Boadway, R., Bruce, N. & Mintz, J., (1984), Taxation, inflation, and the effective marginal tax rate on capital in Canada, Canadian Journal of Economics, 17(1), pp. 62-79.

Ghosh, G. & Mintz, J., (2017), Investment and the Indian tax regime: Measuring tax impacts on the incentive to invest in India, Bangalore: EY.

Jorgenson, D., (1963), Capital theory and investment behavior, American Economic Review, Volume 53, pp. 247-259.

King, M. & Fullerton, D., (1984), The taxation of income from capital: A comparative study of the Unites States, the United Kingdom, Sweden and West Germany, Chicago: University of Chicago Press.

Mintz, J., Bazel, P. & Chen, D., (2016), Growing the Australian economy with a competitive company tax, Sydney: Minerals Council of Australia.

 

Gaurav S. Ghosh is Senior Manager, Ernst & Young, LLP and Jack Mintz is Palmer Chair in Public Policy and Director, School of Public Policy, University of Calgary.

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Tuesday, November 21, 2017

Bank recapitalisation: The myth around growth capital

by Rajeswari Sengupta and Anjali Sharma.

Bank credit to the economy has slowed down. In 2016-17 (year-on-year as at September), overall bank credit grew at 4.2%, compared to 11.5% in 2015-16. Credit to industry has been stagnant for the last two years. It contracted by -0.4% in 2016-17, and grew only at 0.8% in the previous year. For an economy where banks account for more than 65% of the domestic credit, this is bad news. A major reason for the slowdown in credit is the stressed assets of banks, mainly Public Sector Banks (PSBs). Stressed assets put a strain on the capital adequacy of banks and affect their ability to lend.

In October 2017, the government announced a recapitalisation package of Rs. 2.11 trillion for PSBs. Analysts claim (link, link, link) that this recapitalisation will provide the PSBs with growth capital. They will be able to start lending again, giving a much-needed boost to the economy. In this article, we explore five questions that we think need to be answered in order to evaluate the veracity of this claim. These are:

  1. What is the impact of stressed assets on PSBs'
    capital?

  2. How much capital do PSBs need to meet regulatory capital standards?

  3. When will PSBs have growth capital?

  4. How certain is the recapitalisation package?

  5. Will the recapitalisation package provide growth capital?

Most listed entities, including PSBs make detailed presentations on their performance to analysts every time they disclose their quarterly or annual results. These presentations, where PSBs disclose details about their business prospects, profitability, asset quality and capital adequacy, are available on their respective websites. For our analysis, we use information disclosed by 21 PSBs in their analyst presentations for the quarter ending June 2017.

Q1. What is the impact of stressed assets on PSBs' capital?

When a bank provides for losses against stressed assets, its Tier I capital gets affected. This is because Tier II capital is often in the form of bonds issued to investors, which the bank cannot default on. Unless specific loan loss reserves have been created as part of Tier II capital, any additional provision reduce the bank's Tier I capital.

Table 1 shows the stressed asset and capital position of PSBs as at June 2017. PSBs held a total capital of Rs. 7.2 trillion. Out of this, Rs. 5.6 trillion was Tier I capital. Against this stock of Tier I capital, PSBs will face additional provisioning requirements from two sources: (1) their current stock of stressed assets, and (2) any future addition to stressed assets.


Table 1: PSB asset quality and capital adequacy, June 2017

Asset quality

Value (Rs. trillion) As % of gross advances
Gross advances 57.36
GNPA (1) 7.32 12.76
Restructured assets classified standard (2) 1.65 2.87
Total stressed assets (1+2) 8.97 15.64
NNPA (3) 4.15 7.23
Stressed assets requiring provisions (2+3) 5.80 10.11

Capital adequacy

Value (Rs. trillion) As % of risk weighted assets
Risk weighted assets (RWA) 58.97
Total capital 7.20 12.22
Tier I capital 5.59 9.49
Tier II capital 1.58 2.73

Source: June 2017 Analysts' presentations of Public Sector Banks


In June 2017, the stock of stressed assets at PSBs was Rs. 8.9 trillion. Of this the banks had not provided for Rs. 5.8 trillion. The provisioning requirement for these assets will depend on expected recovery rates. Table 2a shows this requirement under three scenarios of recovery rates, ranging from 20% to 40%. It shows that if banks expect to recover Rs. 20 for every Rs. 100 of their portfolio of stressed assets, they will need to make additional provisions of Rs. 4 trillion. If they expect to recover Rs. 40 for every Rs. 100, they will need to make additional provisions of Rs. 2.2 trillion.


Table 2a: Provisioning needed at different levels of expected recovery

Expected recovery rate
40% 30% 20%

Additional provision required (Rs. trillion)
    For NPAs (A) 1.22 1.95 2.68
    For Restructured assets (B) 0.99 1.15 1.32
    Total additional provision (C) = (A) + (B) 2.21 3.10 4.0

Source: Authors' estimates.


The important question here is: what is a plausible recovery rate for the current stock of stressed assets of the PSBs? Around 70% of their stressed assets are from loans to the corporate sector. Many of these loans have seen multiple attempts at restructuring under the 5/25, Corporate Debt Restructuring (CDR), Strategic Debt Restructuring (SDR) and S4A schemes initiated by the Reserve Bank of India. The companies to whom these loans have been made are distressed, and have remained unresolved for several years. For most of these cases, even a recovery rate of 20-30% seems optimistic.

It is worth mentioning here that the resolution of many of these distressed companies will be under the Insolvency and Bankruptcy Code, 2016 (IBC). Till 8th November 2017, 391 IBC cases had been admitted at the National Company Law Tribunal (NCLT). Data on bank borrowings is available for 150 of these. The banking sector exposure to these companies is around Rs. 2 trillion, and a large chunk of it is in the PSBs. Even assuming that banks have already made 50% provisions against these loans, around Rs. 1 trillion still needs to be provided for. If the IBC results in a liquidation outcome for these companies, the recovery rates may be even lower than the anticipated 20-30% and hence the provisioning requirement will be higher.

Addition to the existing stock of stressed assets is also highly likely. There is trouble brewing in the Telecom sector and there are reports that RBI has identified a new list of 40 large companies for referral to the IBC by December 2017. PSBs will face further provisioning requirement for these cases.

Table 2b shows the impact of the existing stock of stressed assets on the Tier I capital position of the PSBs.

Additional provisions of Rs. 3.1 trillion (at a recovery rate of 30%, from Table 2a) will deplete PSBs' Tier I capital to Rs. 2.49 trillion. This will bring their Tier I Capital Adequacy Ratio (CAR) to 4.2%, which is below the CAR requirement imposed by regulatory standards.


Table 2b: Capital needed at different levels of expected recovery

Expected recovery rate
40% 30% 20%

Capital gap (Rs. trillion)
    Current Tier I (D) 5.59 5.59 5.59
    Tier I after additional provision (E) = (D) - (C) 3.38 2.49 1.59
    Capital required for Tier CAR = 9% (F) 5.31 5.31 5.31
    Capital shortfall (G) = (F) - (E) 1.93 2.82 3.72

Source: Authors' estimates.


Q2. How much capital do PSBs need to meet regulatory capital requirements?

Table 2b shows the amount of capital that is needed to bring the PSBs to a Tier I CAR of 9%, after making provisions for the existing stock of stressed assets. This is just enough to fill the current capital shortfall. It does not account for any further increase in stressed assets. It also does not leave any headroom for incremental lending.

At an expected recovery rate of 30% for the existing stressed assets, PSBs will require Rs. 2.82 trillion of additional capital to get to a Tier I CAR of 9%. If the recovery rate falls to 20%, the additional capital required will increase to Rs. 3.72 trillion.

Every 1% increase in the stressed asset portfolio of PSBs will create an additional capital requirement of Rs. 0.4 trillion, at an expected recovery rate of 30%.

Q3. When will PSBs have growth capital?

PSBs require capital to: (1) fill the gap created by their existing stock of stressed assets, (2) deal with any future addition to their stressed asset portfolio, and (3) support growth in credit. The capital required for growth in credit has to be over and above what the banks need to deal with their stressed assets and to maintain the regulatory capital standards.

The stressed assets of the PSBs are currently at 15.6% of their gross advances. Even if we assume that this does not increase beyond 18%, the capital required only to deal with current and future stressed assets will be Rs. 3.4 trillion at a recovery rate of 30%. To achieve a 10% annual growth in advances over the next two years, PSBs will require additional capital of Rs. 1.1 trillion (at a CAR of 9%) over and above the requirement for stressed assets.

Assuming that stressed assets at PSBs have peaked and will not impose a significant burden on future capital requirements, PSBs will require additional capital of Rs. 4.5 trillion to grow at 10% in the next two years. At this level, they will be able to deal with their stressed assets, and be able to lend again.

Q4. How certain is the recapitalisation package?

The recapitalisation package announced by the government has 3 elements:

  1. Recapitalisation bonds of Rs. 1.35 trillion,

  2. Budgetary allocations of Rs 0.18 trillion, under the
    Indradhanush Scheme, and

  3. Equity capital of Rs. 0.58 trillion to be raised by PSBs from the capital market.

Of the three elements of the scheme, the first two are certain. However, there are doubts about the ability of PSBs to raise Rs. 0.58 trillion from the market. A CAG report released in July 2017 reviewed the implementation of the capital infusion plan under the government's Indradhanush plan. The Indradhanush plan was initiated by the government in August 2015 to revamp PSBs. Under this plan, the government estimated that PSBs would require additional capital of Rs. 1.8 trillion till FY 2019. Of this Rs. 0.7 trillion was to come from fiscal allocations over a four-year period. PSBs were required to raise the remaining Rs. 1.1 trillion from the capital market. The CAG report found that till March 2017, PSBs had been able to raise only Rs 0.07 trillion, or 6.3% of the capital to be raised from the market.

In FY 16, the total size of the equity issuance market was Rs. 0.46 trillion. In FY 17, it is expected to be Rs. 1 trillion. Even at 2017 levels, the capital requirements of the PSBs are 60% of the entire market. The ability of all 21 PSBs to raise capital is not uniform. The PSBs that have the highest levels of stressed assets, and hence the most urgent need for additional capital, may find it the most difficult to raise capital from the market.

Rs. 1.53 trillion of the Rs. 2.11 recapitalisation plan is certain. The remaining Rs. 0.58 trillion will depend on the ability of the PSBs to successfully access the capital market.

Q5. Will the recapitalisation package provide growth capital?

As our estimates show, the recapitalisation package of Rs. 2.11 trillion is not sufficient to cover even the additional capital of Rs. 2.82 trillion required by the PSBs to provide for the existing stock of stressed assets and meet regulatory capital requirements (from Table 2b, at 30% recovery rate and 9% Tier I CAR). It does not come close to providing the PSBs with the headroom required to grow their advances.

Even at conservative estimates of growth in stressed assets, for bank advances to grow at 10% over the next two years, PSBs require Rs. 4.5 trillion of capital. This means that the government needs to provide the PSBs with a Phase II recapitalisation of Rs. 2.39 trillion, over and above the Rs. 2.11 trillion already announced in Phase I. If the PSBs fail to raise Rs. 0.58 trillion of the Phase I recapitalisation plan from the market, the Phase II requirement will increase to Rs. 2.97 trillion.

Conclusion

The government has announced a recapitalisation plan for PSBs. Our analysis shows that the quantum of this recapitalisation is inadequate. The capital shortfall faced by the PSBs from their stressed assets is larger than the capital infused. A second round of recapitalisation, perhaps even larger in quantum, may be required before the PSBs can revive their stressed balance sheets and start lending to the economy again.

 

Rajeswari Sengupta and Anjali Sharma are researchers at Indira Gandhi Institute of Development Research, Mumbai. The authors would like to thank Harsh Vardhan and Josh Felman for useful discussions.