Volume 35, Issue 3 pp. 394-422
RESEARCH ARTICLE
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Assessing the microeconomic effects of public subsidies on the performance of firms in the czech food processing industry: A counterfactual impact evaluation

Ondřej Dvouletý

Corresponding Author

Ondřej Dvouletý

Department of Entrepreneurship, Faculty of Business Administration, University of Economics, Prague, Czech Republic

Correspondence Ondřej Dvouletý, Department of Entrepreneurship, Faculty of Business Administration, University of Economics in Prague, W. Churchill Sq. 1938/4, 130 67 Prague 3, Czech Republic. Email: [email protected]

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Ivana Blažková

Ivana Blažková

Department of Regional and Business Economics, Faculty of Regional Development and International Studies, Mendel University, Brno, Czech Republic

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First published: 23 November 2018
Citations: 17

Abstract

The effects of European innovation and cohesion policies are very uneven throughout both regions and industries. Moreover, there are often only descriptive impact assessments of individual programmes available. In our study, we respond to this issue through the empirical analysis of the effects of the EU public policy on the example of the Czech food processing industry. We assess the impact of the Operational Programme Enterprise and Innovation (OPEI), which took place during the years 2007–2013. We applied counterfactual impact analysis based on firm-level data with the aim of investigating the effects of this support on the financial performance of the supported enterprises (N = 143, 70% of the supported companies) 2 years after the end of the intervention. The results show a positive effect on the performance of supported firms measured by a price-cost margin, value added per labour cost, the growth of sales and growth of tangible assets. The study offers several policy implications. First, the policymakers should impose a reporting duty on the supported firms. That would help policymakers to conduct more easily programme evaluations. Second, they should employ the cost-benefit analysis as a part of the programme evaluations in the future. Third, growth aspirations of the applicants for receiving public subsidies should be taken into account already during the application process.

1 INTRODUCTION

The European Union (EU) allocates substantial amounts of financial resources to the European agribusiness sector every year, especially through the Common Agricultural Policy (CAP), but also through the European Regional Development Fund. The ongoing debate among the scientific community and policymakers focuses on the effects of these support programmes and deals with the question to what extent public support actually stimulates the development and competitiveness of the agribusiness sector. Therefore, there has been increased interest in conducting impact evaluations of support programmes in the last decade (e.g., Acs, Åstebro, Audretsch, & Robinson, 2016; Gagliardi & Percoco, 2017; Giua, 2017; Medeiros, 2014; Storey, 2017) and policy evaluation has become a major issue for many international organisations including the European Commission. Despite the vast amount of literature evaluating the effects of the CAP on farmers and the agricultural sector (e.g., Hansen & Herrmann, 2012; Kirchweger, Kantelhardt, & Leisch, 2015; Lankoski & Ollikainen, 2011), the effects of public support on the food processing sector in the EU have received less attention (e.g., Garcia-Alvarez-Coque, Mas-Verdu, & Sanchez García, 2015; Náglová, 2018; Schmitt, Lofredi, Berriet-Solliec, & Lepicier, 2004; Špička, 2018; Špička, Náglova, & Gurtler, 2017) and signify the challenge to agricultural economics. In this context, our study applies a counterfactual analysis approach in evaluating the EU support policy, as exemplified by the Operational Programme Enterprise and Innovation (OPEI) for the Czech Republic. The objective of OPEI was to increase the competitiveness of the Czech enterprises through public programmes facilitating financial instruments and subsidies to new and established companies. This study aims to identify adequate effects of the support programme on the participating firms within the Czech food processing industry. The counterfactual impact evaluation is defined by the European Commission (2017a) as “a method of comparison which involves comparing the outcomes of interest of those having benefitted from a policy or programme (the ‘treated group’) with those of a group similar in all respects to the treatment group (the ‘comparison/control group’), the only difference being that the comparison/control group has not been exposed to the policy or programme.”

Regardless of increasing emphasis on the counterfactual impact evaluation of public policies (e.g., Dvouletý, 2017; Dvouletý & Lukeš, 2016; Huergo & Moreno, 2017; Pellegrini & Muccigrosso, 2017; Porro & Salis, 2017), there are not many publications in outstanding agri-food economics journals on this topic and, moreover, they are, for the most part, geared toward agriculture rather than toward the food industry (e.g., Anderson, Jensen, Nelgen, & Strutt, 2016; Esposti & Sotte, 2013; Läpple & Hennessy, 2015; Mendola, 2007; Petrick & Zier, 2011; Wang, 2016). In fact, many studies conducting impact evaluations have been published in conference proceedings or as working/seminar papers (e.g., Bartova & Hurnakova, 2016; Fan, 2016; Kirchweger & Kantelhardt, 2012; Ratinger, Medonos, & Hruška, 2014).

Estimating the effects of the EU support policies subsidizing food firms with the aim to enhance their competitiveness is important for more reasons. First, the food processing industry plays a significant role in the EU economy, accounting in 2016 for 4.25 million jobs, turnover of €1,089 billion and 1.8% of EU gross value added (FoodDrink Europe, 2016). The economic and social importance of the food industry is evident also in the Czech Republic—the share of the food processing industry on the value added of the whole manufacturing industry was 7.5%, and on employment, it was 9.2% in 2016 (Czech Statistical Office, 2017). As stated by Zouaghi, Sánchez-García, and Hirsch (2017), the competitiveness of the agribusiness sector is one of the important factors of continuous economic growth, and moreover, Tong, Yu, Jensen, De La Torre Ugarte, and Cho (2016) emphasise the connection between food processing, national economy, and diet as the affordable supply of food products is crucial to the nation. Second, there is increased pressure on the application of impact evaluations of the EU support policies recently (Crowley & McCann, 2017; Dvouletý & Lukeš, 2016; or Slavík, Potluka, & Rybová, 2017), which follows also from the EU Regulation No. 1303/2013 (European Parliament & the Council of the EU, 2013) requiring the evaluations of EU support programmes “to improve the quality of the design of each programme, and verify whether its objectives and targets can be reached,” as mentioned in Article 53. Finally, the actual application of quantitative counterfactual impact evaluation methods on the evaluation of EU interventions in agribusiness is sparse, which opens the opportunity to fill this gap and also encourage other researchers to conduct empirical impact evaluations of public policies. The empirical findings have crucial implications for policymakers since they can contribute to designing of the interventions to improve their quality, and assist in the efficient allocation of resources based on scientific evidence.

Therefore, our study aims to contribute to the issue related to the effects of EU public policies in the Czech agribusiness sector. We assess the impact of the OPEI for the period 2007–2013, which targeted on the increase in the competitiveness and innovation performance of the Czech industry (European Commission, 2017b). The current study is conducted on the firm-level, and it is based on a quantitative research approach. We follow our previous research (Dvouletý & Blažková, 2017), which indicated that participation of the Czech food processing companies in the OPEI did not lead to the better financial performance of the supported enterprises. However, this study was mainly descriptive (e.g., based on t tests) and hence based on a less rigorous empirical approach. Therefore, in this study, we implement the counterfactual impact analysis (propensity score matching in combination with a difference in differences (DID) approach) to investigate the impacts of the support on the financial performance of the beneficiaries in the Czech food processing industry 2 years after the end of the intervention.

The structure of our study is as follows. First, previously published studies concerned with evaluations of the EU support programmes in the agribusiness sector are presented. Second, we described the EU public support programme under investigation, that is, the OPEI. Third, the data and methodology are introduced. This is followed by the section dealing with the results and discussion. Finally, the conclusions are drawn, with a link to several policy recommendations and suggestions for future research.

2 EMPIRICAL EVIDENCE OF THE EFFECTS OF EU AGRICULTURAL SUPPORT PROGRAMMES

In this section, we give an overview of previously published studies evaluating the effects of EU support programmes within the agribusiness sectors and summarize the existing empirical findings (Table 1). Since recent empirical research underlines the use of rigorous impact evaluation methods (e.g., Crowley & McCann, 2017; Huergo & Moreno, 2017), we focus only on studies based on the implementation of the counterfactual approach. Table 1 presents the important characteristics of each study, that is, country of the analysis, support programme, period of study, aided sectors, sample, outcome variables, particular empirical approach, and findings.

Table 1. Review of empirical studies conducted within the European Union agribusiness sectors
Authors Country of analysis Programme Period Aided sectors Sample Outcome variables Empirical approach Findings
Schmitt et al. (2004) France EU Rural Development Programme (Objective 5b European Policy) 1991–1993, 1994–1999 Farming, manufacturing sectors and producer services, shops and personal services, tourism, human resources Not identified Change in Standard Gross Margin, change in employment, change in total wage bill in manufacturing sectors and producer services, change in tourist accommodation capacity, change in the number of second homes, unemployment rate, the share of long-term unemployed in the total unemployed Heckman two-step estimator, regression estimator, and the difference-in-differences estimator Positive impacts on labour productivity growth in agriculture, manufacturing sectors and producer services; downturn in the change in agricultural and manufacturing employment; reductions in the local unemployment rate and the number of long-term unemployed; positive programme impacts in terms of local demographic growth and level of income of the local population.
Michalek (2009) Slovakia EU Rural Development Programme (SAPARD) 2002–2005 Farming 232 Slovak agricultural companies Profit per company, Profit per ha, Profit per person used, Gross value added per company, Employment per company, Labour productivity (Gross value added perused), Land productivity (Gross value added per ha) Propensity score matching and difference-in-difference estimator Negative impact of SAPARD on profit per company, almost zero effect of SAPARD on labour productivity and negative effect on gross value added per company and per ha.
Pufahl and Weiss (2009) Germany EU Rural Development Programme (AE programmes and the LFA scheme) 2000–2005 Farming 23,909 farms (in LFA scheme), 22,113 farms (in AE programmes) Farm sales, on farm labour, off-farm labour, area under cultivation, share of grassland, share of rented land, cattle livestock units, cattle livestock density, farm sales (per ha), farm capital (per ha), fertiliser expenditures (per ha), pesticide expenditures (per ha) Propensity score matching and difference-in-difference estimator Positive treatment effect of the LFA programmes on farm sales paralleled by an increase in the area under cultivation, positive effect of the AE programme on farm size and reduction of expenditures for farm chemicals. No significant effect on farm productivity (sales per ha), capital endowment per ha, off-farm labour, total cattle livestock units (per farm) can be found for AE or LFA programmes.
Czarnitzki and Lopes Bento (2010) Belgium, Germany, Luxembourg, Spain and South Africa R&D subsidies from the national governments as well as EU financing schemes, i.e., various subsidy programmes without differentiation 2002–2004 Innovative firms in manufacturing and business related services sectors 9,790 of observations of which 3,854 received R&D subsidies Total innovation intensity at the firm level (ratio of total innovation expenditure to sales), internal R&D investment (the ratio of internal R&D expenditures to sales Nearest neighbour matching Firms that received subsidies would have invested significantly less in R&D and innovation if they had not received public support. Untreated firms would on average invest significantly more if they had received subsidies.
Salvioni and Sciulli (2011) Italy The first Italian Rural Development Programme 2000–2006 2003–2007 Farming 341 treated and 2,220 untreated farms Total and family labour units, labour profitability, cropped and total land, value added. Conditional difference-in-difference matching estimator Number of family labour units used on farms increased, while no significant changes were observed in the case of total labour units, i.e., no impact on rural employment. Positive impact on the growth of agricultural added value was confirmed. As for economic performance, treated farms perform better (in terms of value added and unitary profits) of nonparticipant farms.
Petrick and Zier (2011) Germany Entire portfolio of CAP measures simultaneously 2000–2006 Agriculture, forestry and fishery 483 observations Number of employees Difference-in-differences estimator There were few desirable effects on job maintenance or job creation in agriculture. Farm investment aids and transfers to LFA had no marginal employment effect at all. Increases in direct area payments on average led to labour shedding.
Medonos et al. (2012) Czech Republic EU Rural Development Programme (Measure 121 - Modernisation of Agricultural Holdings) 2007–2010 Farming 844 agricultural businesses Gross value added (GVA), GVA/labour costs, change of GVA, change of productivity, profit, cost- revenue ratio Nearest neighbour matching and kernel matching, qualitative survey (questionnaire) Significant benefits in terms of business expansion (GVA) and productivity (GVA/labour costs) improvements.
Kirchweger and Kantelhardt (2012) Austria The farm investment programme (part of the second pillar of the EU Common Agriculture Policy) 2000–2010 Farming 1,636 farms (from which 239 farms treated in 2005–2009 and 845 farms treated in 2000–2010) Farm income per year Propensity score matching and difference-in-difference estimator, sensitivity analysis Positive effect on farm income per year in general. However, results after splitting into subsamples (dairy farms and arable farms) are different - there is no significant effect on farm income for treated dairy farms, but there is a significant positive effect for treated arable farms.
Ratinger et al. (2013) Czech Republic EU Rural Development Programme (Measure 121—Modernisation of Agricultural Holdings) 2007–2010 Farming 447 treated farms and 827 farms in the control group GVA, GVA/labour costs, profit, bank credits, investment in fixed assets, cost-revenue ratio, investment/fixed assets Propensity score matching and difference-in-difference estimator Significant benefits of the investment support in terms of business expansion (represented by gross value added) and labour productivity improvements, the support mobilised additional resources to finance the sector investment (indicated through the change in bank credits).
Mezera et al. (2013) Czech Republic EU Rural Development Programme (Adding value to food products) 2007–2010 Food processing industry 110 supported companies Indicators of profitability (ROA, ROE, ROCE, ROS), value-added indicators, fixed assets, total revenues per total costs Propensity score matching Positive impact on financial stability supported businesses reported a smaller decrease in profitability, increase in labour productivity, higher value added.
Nilsson (2017) Sweden EU Rural Development Programme (Investment support) 2007–2012 Farming, forestry, food Unbalanced panel with 224,100 observations for the period 2007–2012 Total factor productivity, labour productivity Coarsened exact matching method Investment support had two effects—first, small agricultural firms had a higher level of a total factor and labour productivity, and secondly, there was an increase in payments in relation to firm income, which is negative for all firms. There are significant inefficiencies attached to higher levels of investment in physical assets.
  • Note. AE: Agri-environment; LFA: less favoured area; GVA: Gross value added.

Regarding the focus of the studies, most of them evaluate the impact of the support on the economic development of the supported actors (measured by financial performance and/or employment), such as Schmitt et al. (2004), Michalek (2009), Pufahl and Weiss (2009), Salvioni and Sciulli (2011), Petrick and Zier (2011), Medonos, Ratinger, Hruška, and Špička (2012), Kirchweger and Kantelhardt (2012), Ratinger, Medonos, and Hruška (2013), and Mezera, Vilhelm, and Špička (2013). However, some of them are concerned with the impact on innovation activity, such as Czarnitzki and Lopes Bento (2010) and Nilsson (2017). Although it is generally assumed that public support should promote the performance and competitiveness of supported subjects, empirical research does not always provide consistent findings on this issue, as seen in Table 1. When looking at the productivity indicators (often used to assess performance and growth), negative impact of EU support is reported by Michalek (2009) and Pufahl and Weiss (2009), while Schmidt et al. (2004), Medonos et al. (2012), Ratinger et al. (2013), Mezera et al. (2013), and Nilsson (2017) observed positive effects. Also, the impact on employment is ambiguous—Schmidt et al. (2004) found a reduction in the unemployment rate and the number of long-term unemployed in the supported rural area as a consequence of the support. However, Salvioni and Sciulli (2011) and Petrick and Zier (2011) observed no significant impact on rural employment. As for innovation activity, Czarnitzki and Lopes Bento (2010) concentrated on innovative firms in the manufacturing industry across several EU countries and showed that supported firms would have invested significantly less in R&D and innovation if they had not received public support. Likewise, Ortner (2012), whose results are based only on a cost-benefit analysis, estimated that investment support renders private investments profitable.

With respect to previous studies in the Czech agribusiness environment, the effects of investment support have been addressed based on counterfactual analysis by Medonos et al. (2012), Ratinger et al. (2013, 2014) and Mezera et al. (2013). According to the authors, investment support brings benefits in the case of business development and improvement in productivity. However, Ratinger et al. (2013) have reported heterogeneity in impacts on the particular subsamples of businesses (divided according to the production conditions and firms size). Their study has shown that benefits are the highest on farms in less favoured areas and on medium-sized farms. On the contrary, there is according to their study a high deadweight of the investment support programme in the case of large farms. They have also highlighted the need to follow more dimensions of performance. Nevertheless, apart from Mezera et al. (2013), all Czech published studies dealt with agriculture, and in addition to that, no analysis of the effects of the OPEI in Czech agribusiness has yet been carried out.

As evident from previous studies, EU public support in the agribusiness sector has mostly positive effects on firms’ performance and investment activities. Nevertheless, the empirical results are not always unequivocal and, moreover, there is an insufficient quantity of relevant analyses. Therefore, this study contributes to this issue by employing counterfactual analysis as a rigorous approach (see, e.g., Michalek, 2009; Ratinger et al., 2013) toward the evaluation of EU public support.

3 THE SUPPORT OF THE CZECH FOOD PROCESSING INDUSTRY WITHIN THE OPEI

On the basis of the regulations adopted by the European Parliament in July 2006 (European Commission, 2006a, 2006b, 2006c, 2006d, 2006e), EU member states could draw financial support from the Structural Funds and the Cohesion Funds in the period 2007–2013. The Czech NUTS III regions, except the Capital of Prague, were included under the objective “Convergence” for the programming period of EU Structural Funds 2007–2013. Regions were allowed to use support from the EU Structural Funds (i.e., from the European Regional Development Fund and European Social Fund) and from the EU Cohesion Fund. The OPEI was created to provide exclusive support for small- and medium-sized companies (SMEs) with the aim to increase by the end of the programming period the competitiveness of the Czech economy and to bring the innovation performance of the industry and services sectors closer to the level of leading industrial EU member states (European Commission, 2017b).

The OPEI ran during the period 2007–2013. The programme was administered by the Ministry of Industry and Trade of the Czech Republic and it was approved by the Resolution of the Government of the Czech Republic No. 392 of the year 2006 as the main programming document for the realisation of the policy for economic and social cohesion in the industry sector (Ministry of Industry & Trade of the Czech Republic, 2013). The OPEI, which follows the Operational Programme Industry and Enterprise (OPIE) implemented during years 2004–2006, ran between the years 2007–2013. Today, in the EU programming period 2014–2020, the OPEI continues as the OPEIs for Competitiveness (OPEIC). As stated in the document of the Ministry of Industry and Trade of the Czech Republic (2013), the main objective of the OPEI was “the improvement of the business environment in the Czech Republic as one of the key elements of the future successful development of the Czech economy” (Ministry of Industry & Trade of the Czech Republic, 2013, p. 6).

Since the programming period of the OPEI is already finished, the important issue is to evaluate whether the support contributed to better economic performance and efficiency of Czech enterprises and whether it increased the competitiveness of the sector and thus fulfilled its purpose.

The OPEI consisted of seven priority axes, and each of the axes was further divided into several programmes, depending on the area of support (European Commission, 2017b).

Generally, the proposals had to meet several criteria to be approved. Applicants could not have any debts toward public authorities, and they should not struggle from any financial problems. Proposals meeting the formal requirements were then assessed by the evaluation panel supervised by the Ministry of Industry and Trade. Unfortunately, there is no information available on the exact procedure and criteria for the assessment. However, we ascertained that the most important aspects of the assessment procedure included the quality of the project, its relevance to the particular priority axis, its feasibility and its cost structure.

It is worth mentioning that companies could apply for more than one project and therefore the supported companies could have been supported more than once, as can be seen in Table 2, which shows the number of supported companies and projects in particular sectors of the Czech food processing industry structured by the NACE classification. On the basis of the database of the governmental agency CzechInvest (2017) 203 food processing firms were identified participating from OPEI support with a total number of 337 supported projects, as can be seen in Table 2.

Table 2. Structure of the supported companies/projects according to CZ-NACE classification
NACE code Number of supported companies Number of supported projects Number of companies in total (average 2007–2013)
CZ-NACE 101 (Production, processing, preserving of meat) 1 1 1,436
CZ-NACE 102 (Processing and preserving of fish and fish products) 0 0 22
CZ-NACE 103 (Processing and preserving of fruit and vegetables 2 2 158
CZ-NACE 104 (Manufacture of vegetable and animal oils and fats) 4 9 20
CZ-NACE 105 (Manufacture of dairy products) 6 7 183
CZ-NACE 106 (Manufacture of grain mill and starch products) 13 24 165
CZ-NACE 107 (Manufacture of bakery and farinaceous products) 69 102 2,735
CZ-NACE 108 (Manufacture of other food products) 58 97 1,328
CZ-NACE 109 (Manufacture of prepared animal feeds) 7 10 333
CZ-NACE 110 (Manufacture of beverages) 43 85 1,162
Total 203 337 7,542
  • Source: CzechInvest (2017), Ministry of Agriculture of the Czech Republic (2008, 2015); author's elaboration

The aid programmes drawn by Czech food processing firms and the structure of supported projects are shown in Table 3. The total amount of funds from the OPEI allocated to the projects in the Czech food industry was CZK 2,379 mil, which was divided between a total number of 337 supported projects. Most applications were within the Development Support Programme, that is, 27% (91 projects), where the most frequent projects supported in the Czech food industry were those focused on the modernisation of production lines and equipment. As stated by Dvouletý and Blažková (2017), this shows the effort to increase the competitiveness of food processing firms in the Czech Republic through new technical facilities. From the viewpoint of the total amount of funds paid from the OPEI, the most utilized support programme was the programme Real Estate (CZK 622,271,000, i.e., 26.15% of the total funds) and the programme Innovation (CZK 602,001,000, i.e., 25.30% of the total funds), which is caused by the high financial demands in the case of innovation activities and maintenance and building restoration.

Table 3. Structure of the supported projects including allocation of funds
Priority axis Support programme Total amount of funds (ths. CZK) Percentage of total funds (Freq. in %) Average support per project (ths. CZK) Number of supported projects (N) Relative frequency of supported projects (%)
Development of Firms ICT in Enterprises 83,909 3.53 2,707 31 9.20
Development 553,789 23.28 6,086 91 27.00
Effective Energy Eco-energy 301,140 12.66 7,003 43 12.76
Innovation Innovation 602,001 25.30 15,842 38 11.28
Potential 79,768 3.35 13,295 6 1.78
Environment for Enterprise and Innovation Training Centres 80,222 3.37 6,685 12 3.56
Real Estate 622,271 26.15 12,445 50 14.84
Business Development Services Consulting 6,900 0.29 276 25 7.42
Marketing 49,280 2.07 1,202 41 12.17
Total 2379,280 100.00 341,265 337 100.00
  • Note. Average exchange rate for the period 2007–2014 was CZK 27.54/EUR according to Eurostat (2017a).
  • Source: Ministry of Industry and Trade of the Czech Republic (2013),CzechInvest (2017); author's elaboration

4 DATA AND EMPIRICAL APPROACH

For the programme evaluation, we implement counterfactual impact analysis, which is based on microdata obtained from the databases Albertina CZ Gold Edition (Bisnode, 2017a) and MagnusWeb (Bisnode, 2017b). The initial data set included financial data of all enterprises operating in the Czech food processing industry whose financial statements were available in the abovementioned databases. Particular food processing sectors are defined based on the three-digit level of the CZ-NACE classification (Table 2). In the case of missing data, the balance sheets and profit and loss statements of the particular companies were obtained from the websites of the Ministry of Justice of the Czech Republic (Ministry of Justice of the Czech Republic, 2017) to minimise the missing values. The obtained data set of 2,120 food processing firms was screened and firms with incomplete financial data (in the analysed periods before the programme (2005–2007) and after the programme (2014–2015)) or extreme values of financial results (such as negative values of assets and/or negative values of equity) were excluded. These steps resulted in the final dataset consisting of 747 firms in total, of which 143 firms were supported by the public programme and are then considered as Treated. The remaining firms are considered as the Control group. The collected financial data for the 143 supported companies account for 70% of the programme participants within the sector (based on the database of the CzechInvest, 2017, there were 203 firms within the Czech food processing industry participating from OPEI support). The distribution of the data sample is demonstrated in Table 4 showing the data set structure concerning the sector. We further report in Annex A1 and A2 the sample structure concerning region and size of the firm. As follows from Table 4, sectors with a higher number of firms participating in the OPEI (i.e., production of bakery products—CZ-NACE 107, production of other food products—CZ-NACE 108 and production of beverages CZ-NACE 110) have a higher frequency of firms in the control group (regardless of the size of the particular sector) to allow for proper matching. The largest representation of firms supported by the OPEI in these sectors may be caused by the size of these sectors (in terms of the number of firms) on the one hand, and on the other, by the fact that these sectors with a high degree of processed production belong to more profitable (as documented by Blažková & Dvouletý, 2018a), growing and up-and-coming Czech food sectors, which implies firms to be more active in taking market opportunities toward their economic growth. On the contrary, the sector CZ-NACE 101 (i.e., meat processing) with a large number of very small processors, a broad range of production and laboriousness is one of the least profitable Czech food sectors in the long run. The sector's situation is furthermore worsened due to increasing imports—while in 2003 import penetration ranged around 10% of domestic demand in this sector, since 2012, it has been over 40% (as reported by Blažková & Chmelíková, 2015).

Table 4. Sample structure with respect to the sector
CZ-NACE Population OPEI participants (total) Treated (N) Freq. of treated (%) Share on total number of OPEI participants (%) Share on population (%) Control (N) Freq. of control (%) Share on population (%) Total (N) Freq. of total (%) Share on population (%)
101 1,146 1 1 0.70 100.00 0.00 116 19.21 10.12 117 15.66 10.21
103 158 2 2 1.40 100.00 1.27 22 3.64 13.92 24 3.21 15.19
104 20 4 3 2.10 75.00 15.00 6 0.99 30.00 9 1.20 45.00
105 183 6 3 2.10 50.00 1.64 42 6.95 22.95 45 6.02 24.73
106 165 13 9 6.29 69.23 5.45 25 4.14 15.15 34 4.55 20.61
107 2,735 69 44 30.77 63.77 1.61 147 24.34 5.37 191 25.57 6.98
108 1,328 58 40 27.97 68.97 3.01 90 14.90 6.78 130 17.40 9.79
109 333 7 7 4.90 100.00 2.10 66 10.93 19.82 73 9.77 21.92
110 1,162 43 34 23.78 79.07 2.93 90 14.90 7.75 124 16.60 10.67
Total 7,542 203 143 100.00 70.44 1.90 604 100.00 8.01 747 100.00 9.90
  • * Population is expressed as an average number of firms during 2007–2013.
  • Source: Ministry of Agriculture of the Czech Republic (2008, 2015), CzechInvest (2017); own elaboration of the collected data

For both treated and control groups, we compare the periods before the treated firms received the subsidy (2005–2007) and after the end of the programme (2014–2015). Taking into account the 2-year period after support, which is understood as a threshold by other empirical researchers (e.g., Antonioli, Marzucchi, & Montresor, 2014; Autio & Rannikko, 2016), our analysis identifies somewhat short-term effects.

Before implementing the evaluation methods, we define variables approximating the firm characteristics that the programme is likely to affect. To measure the impact of the support programme, we used variables indicating the effects on competitiveness and growth, which are stated as the main declared objectives of the OPEI programme (Ministry of Industry & Trade of the Czech Republic, 2013). Although some authors are engaged in the empirical assessment of competitiveness, there is no mutual agreement on the definition or the exact method of measuring competitiveness (Latruffe, 2010; Lerner, 2002). The assessment of competitiveness from a microeconomic point of view is usually based on traditional performance indicators (in the agri-food sector, e.g., Bezat-Jarzębowska & Rembisz, 2013; Madau, 2015). Firm-specific factors are also considered as the key sources of firm performance in agribusiness sectors (e.g., Blažková & Dvouletý, 2018b; Chaddad & Mondelli, 2013; Hirsch & Schiefer, 2016; Hirsch, Schiefer, Gschwandtner, & Hartmann, 2014). Therefore, we selected the indicators of performance based on the profit, value-added and costs that can be considered as applicable outcome variables to assess the competitiveness of firms, that is, PCM, ROA, Value Added per Labour cost and Growth of Labour Costs. As stated by Jambor and Babu (2016), financial indicators of performance provide a comprehensive picture of the competitive position of companies because companies with positive profits are able to create barriers to entry for other companies into the industry (theoretically, under the conditions of perfect competition, free entry would lead to a drop in profits to zero for all companies in the industry) and to maintain their market shares and a certain competitive advantage. As the expected outcome of the OPEI is also growth, we also used outcome variables regarded as indicators of the firms’ growth. In view of the fact that firms’ growth in the long term is not possible without innovations and investments (Geroski, 2005), as representative outcome variables we selected indicators based on the changes of assets and sales, that is, Assets Turnover, Growth of Tangible Assets, and Growth of Sales. The relationship between innovation and company growth measured by the rate of growth in sales was revealed, for example, by P. Geroski and Machin (1992), and between innovation and growth in assets by Freel (2000). In addition, the indicator Long-Run Risk was included as another outcome variable related to the increase in investments, since it reflects an increased need for funds, often covered by loans. Moreover, indebtedness is one of the key drivers of firm profitability in agribusiness sectors (i.e., it is related to the competitiveness and growth of businesses indirectly), as confirmed by recent empirical research in these sectors conducted by Gschwandtner and Hirsch (2018), Hirsch and Hartmann (2014), Hirsch et al. (2014), Blažková and Dvouletý (2018a) and Goddard, Tavakoli, and Wilson (2005).

All variables used for the analysis are defined in Table 5 and their summary statistics for the periods before and after intervention are reported in Tables 6 and 7.

Table 5. List of variables
Variables Definition
Dummy variables
Treated Variable indicates, whether the particular firm participated in the programme OPEI.
Control variables
Year of Registration Variable refers to the year when the company was officially established.
Sector Variable divides firms into the 10 NACE dummy categories according to their business activity.
Region Variable divides firms into the 14 NUTS III dummy categories according to the Czech region, where they operate (control group), resp. where they realised the support project (treated group).
Company Size Variable divides firms into the three dummy categories, according to the number of employees reported: small (0–49 employees), medium (50–249 employees) and large (250 and more employees).
Legal Form Variable divides firms into the four dummy categories according to their legal entity: freelancer/self-used, company with limited liabilities, joint stock company and other.
Profit/Loss Variable is calculated as an average preintervention (2005–2007) profit/loss.
Assets Variable represents an average preintervention (2005–2007) value of firm assets.
Trade Margin Variable is calculated as an average preintervention (2005–2007) difference between the sales of goods and costs of goods sold.
Personnel Costs Variable represents an average preintervention (2005–2007) personnel costs of a firm.
Debt Ratio Variable is calculated as an average percentage share of liabilities of the firm and its assets during the years 2005–2007.
Outcome variables
Price-Cost Margin (PCM) Variable is calculated as the percentage share of the total production expressed by sales after deducting variable costs (i.e., value added of the firm after deducting labour cost) and the total production expressed by sales.
Return on Assets (ROA) Variable is calculated as the percentage share of profits (EBIT) of the firm and its assets.
Assets Turnover Variable is calculated as the ratio of sales and assets of the firm.
Value Added per Labour Variable is calculated as the ratio of value added of the firm and its labour cost.
Long-Run Risk Variable is calculated as the ratio of the liabilities of the firm and its equity.
Growth of Tangible Assets Variable is represented by the rate of growth of the tangible assets.
Growth of Labour Cost Variable is represented by the rate of growth of the labour cost.
Growth of Sales Variable is represented by the rate of growth of the sales.
  • Notes. The outcome variables are calculated as average values in two analysed periods, that is, before intervention (during the years of 2005–2007) and after intervention (2014–2015).
  • Source: own elaboration; financial indicators are defined based on Brealey et al. (2017).
Table 6. Average outcomes before the programme (Years 2005–2007)
Outcome Group PCM ROA Assets turnover Value added per labour cost
Control Treated Control Treated Control Treated Control Treated
Mean −25.4839 6.534608 2.496846 8.549412 2.492275 1.867986 1.022515 1.742957
Min −11897.92 −165.8556 −478.9424 −17.83699 0 .0093575 −1141.2 − 7.76685
Max 1712.555 100 303.2051 48.16411 17.41347 6.772564 300.6364 12.5
N 1046 161 1067 161 1067 161 1002 156
Outcome Group Long-run risk Tangible assets Labour costs Sales
Control Treated Control Treated Control Treated Control Treated
Mean 2.560929 2.944431 61402.43 137009.2 19547.18 35400.81 177667.5 227554.8
Min −100.1966 −21.80206 0 0 0 0 0 71.5
Max 219.4212 36.50069 2652413 1.33e+07 849451.3 1415039 7169602 1.45e+07
N 1067 161 998 158 1067 160 1067 161
  • Notes. Summary statistics were calculated before the application of the matching procedures.
  • Source: Bisnode (2017a), Bisnode (2017b); own elaboration
  • PCM: price-cost margin; ROA: return on assets.
Table 7. Average outcomes after the programme (Years 2014–2015)
Outcome Group PCM ROA Assets turnover Value added per labour cost
Control Treated Control Treated Control Treated Control Treated
Mean −8.316075 11.10062 −23.49448 5.424922 2.230564 1.518021 1.58158 1.80988
Min −660.995 −22.2346 −13541.67 −59.08664 −15.18079 .03449 −10.85942 −0.4269663
Max 176.3724 83.31338 486.8853 31.27267 31.28931 4.892056 14.78895 7.048802
N 655 158 671 158 676 158 631 157
Outcome Group Long-run risk Tangible assets Labour costs Sales
Control Treated Control Treated Control Treated Control Treated
Mean 2.878422 2.810365 86245.91 159435.8 31325.38 44385.15 271239.8 287361.6
Min −140.6187 −13.3892 0 291 0 0 −163 149
Max 1005.251 157.2325 3729721 1.02e+07 1194873 1539500 1.13e+07 1.43e+07
N 679 158 663 158 663 158 664 158
  • Notes. Summary statistics were calculated before the application of the matching procedures.
  • Source: Bisnode (2017a), Bisnode (2017b); own elaboration
  • PCM: price-cost margin; ROA: return on assets.

5 ESTIMATION OF THE PROPENSITY SCORE

Counterfactual impact evaluation was introduced to social/economic research decades ago (Rosenbaum & Rubin, 1983). As the first step of our analysis, we need to estimate the propensity score, which is used to link the control sample of firms with the supported (Treated) sample, based on the most similar observable characteristics influencing the participation in the programme and the outcomes (Khandker, Koolwal, & Samad, 2010). Once we match both groups with different techniques (kernel matching, propensity score matching (PSM) and nearest neighbour matching), we are able to calculate the average treatment effect on the treated (ATET), informing us of the outcomes of the programme on the supported companies. For the calculation of the propensity score, we use logistic regression. The dependent variable in the regression is the dummy variable indicating whether the particular firm was supported by the scheme or not (Treated = 1). ATET is then calculated as an average difference in performance of the treated firms between the periods after and before the implementation of the programme, and at the same time, also as a difference between the supported and nonsupported groups (e.g., Abadie, Drukker, Herr, & Imbens, 2004; Angrist & Pischke, 2008; Becker & Ichino, 2002; Caliendo & Kopeinig, 2008; and Heckman, Ichimura, & Todd, 1997). Therefore, we apply propensity score matching in combination with a difference in differences (DID) approach. We utilize knowledge from previously published evaluation studies (e.g., Antonioli et al., 2014; Huergo & Moreno, 2017; and Pergelova & Angulo-Ruiz, 2014) to choose the right covariates/independent/matching variables. All calculations were made in STATA 14 software. The estimated matching logistic regression is depicted in Table 8. Selected covariates include variables that are regarded as factors determining firm profitability. Therefore, these variables enable matching firms with the same conditions of business success that basically influence the participation in the programme. On the basis of the literature focused on profitability drivers in food sectors (Chaddad & Mondelli, 2013; Goddard et al., 2005; Gschwandtner & Hirsch, 2018; Hirsch & Gschwandtner, 2013), the most important drivers of profitability can be considered firm size (in our analysis represented by the control variables Company Size and Assets) and capital structure (represented by Debt Ratio). Since there is evidence of the importance of the age of the firm as an important determinant of profitability (Demeter & Szász, 2016; Hirsch et al., 2014; Sørensen & Stuart, 2000), the covariate Year of Registration representing the age of the firm was used in the matching process. The legal form (represented by control variable denoted as Legal Form in our analysis), which influences performance through legislation (i.e. taxation and the availability of subsidies) is also considered an influential determinant of the profitability and growth of SMEs, as well as competition, as stated by Foreman-Peck, Makepeace, and Morgan (2006). The inclusion of the covariates Region and Sector is motivated by the latest studies focused on the profitability variance decomposition in the Czech and EU food processing industry conducted by Blažková and Dvouletý (2018b) and Hirsch and Schiefer (2016). In addition to these profitability determinants that have been reviewed in the food industry recently, we also include control variables representing revenues and costs (Profit/Loss, Trade Margin, and Personnel Costs), which have to be monitored when investigating profitability (Brealey, Myers, & Allen, 2017). The list of selected control variables (i.e., Year of Registration, Region, Legal Form, Company Size, Sector, and average preintervention (2005–2007) financial measures Profit/Loss, Assets, Trade Margin, Personnel Costs, and Debt Ratio) including the method of calculation is given in Table 5.

Table 8. Robust logistic regression used for calculation of the propensity, dependent variable: likelihood of participation in the programme (Treated)
Independent variables/covariates Coefficient
Year of Registration

0.00906 (0.0247)

Region Jihomoravský

−0.579 (0.601)

Region Jihočeský

−0.621 (0.683)

Region Karlovarský

0.775 (0.713)

Region Královéhradecký

−0.185 (0.648)

Region Liberecký

−0.452 (0.662)

Region Moravskoslezský

0.512 (0.801)

Region Olomoucký

0.403 (0.611)

Region Pardubický

0.518 (0.597)

Region Plzeňský

0.380 (0.645)

Region Středočeský

−0.316 (0.758)

Region Vysočina

0.0902 (0.600)

Region Zlínský

−0.0474 (0.628)

Limited Liabilities Company

0.298 (1.283)

Joint Stock Company

0.386 (1.298)

Small

0.345 (0.820)

Medium

1.516 (0.753)

Production, processing, preserving of meat (CZ-NACE 101)

−4.170 (1.067)

Processing and preserving of fruit and vegetables (CZ-NACE 103)

−2.405 (1.115)

Manufacture of vegetable and animal oils and fats (CZ-NACE 104)

1.670 (1.040)

Manufacture of dairy products (CZ-NACE 105)

−2.187 (0.686)

Manufacture of grain mill and starch products (CZ-NACE 106)

−0.295 (0.492)

Manufacture of bakery and farinaceous products (CZ-NACE 107)

−0.801 (0.296)

Manufacture of other food products (CZ-NACE 108)

0.0976 (0.307)

Manufacture of prepared animal feeds (CZ-NACE 109)

−1.083 (0.487)

Profit/loss 2005–2007

0.00000719 (0.00000340)

Assets 2005–2007

−0.00000281 (0.00000106)

Trade margin 2005–2007

−0.00000230 (0.00000271)

Personnel costs 2005–2007

0.0000206 (0.00000722)

Debt ratio 2005–2007

−0.00618 (0.00252)

Constant

−19.74 (49.13)

Observations 747
Pseudo R2 0.214
Wald χ2 95.52
Probability > χ2 0.00
AIC 616.5
BIC 759.6
  • Notes. Estimates are based on preintervention firm-level characteristics.
  • Standard Errors are in parentheses; ***, **, and * denotes statistical significance at 0.1, 1, and 5%, respectively.
  • Reference categories for the dummy variables are as follows—Region: Ústecký; Legal form: Other; Size: Large; Industry: Manufacture of beverages (CZ-NACE 110).
  • AIC: Akaike information criterion; BIC: Bayesian information criterion.
  • Source:STATA; author's calculations.

The estimated model (with the dependent variable indicating if the firm was supported or not) was found to be statistically significant (Models’ Wald χ2 test p < 0.001) and the pseudo R-squared informs us that the model was able to explain 21% of the variability of the dependent variable. Our model also has some statistically insignificant variables, nevertheless, based on the previous empirical experience of other scholars (e.g., Angrist & Pischke, 2008; Antonioli et al., 2014; and Pergelova & Angulo-Ruiz, 2014), we also retain insignificant covariates in the model, because the variables help us to calculate the most precise propensity score. First of all, the year of registration (age), region and legal form of firms do not emerge as significant determinants of their participation in the programme. According to the firm size, we observe the highest likelihood of participation for medium-sized firms. With regard to the industry, lower odds of participation were observed for firms in production, processing and preservation of meat, vegetables and dairy products. The highest likelihood of participation was observed for firms focused on the manufacture of beverages (a reference category in the logistic regression). From the perspective of financial variables, it was more likely that companies with higher profits and personnel costs and with lower assets and debt ratio (see also previously reported Tables 6 and 7) were supported. This observation may indicate the strategy of picking-up (Cerulli, 2010) or retaining winners (Autio & Rannikko, 2016). Nevertheless, it may just be caused by the more heterogeneous characteristics of the control group (Hawawini, Subramanian, & Verdin, 2003).

To reduce the heterogeneity bias, we implement various matching techniques (kernel matching, propensity score matching and nearest neighbour matching). Implementation of three different matching techniques helps us to increase the robustness of our analysis (e. g. Čadil, Mirošník, & Rehák, 2017; Dvouletý, Longo, Blažková, Lukeš, & Andera, 2018; Khandker et al., 2010). It is important to mention that specifically nearest neighbour matching technique (that matches firms that are closest to each other regarding the propensity score) is different from the two previous techniques (that are based on weighted averages of almost all available firms), for details and formulas see e. g. Caliendo and Kopeinig (2008), Abadie et al. (2004) and Dehejia and Wahba (2002).

After the implementation of propensity score matching, the mean bias was reduced from 16.4 to 6.1, and the median bias decreased from 12.2 to 4.3. The standardized percentage bias across covariates is reported in Annex A3. In addition, the likelihood ratio test was unable to reject the null hypothesis assuming no differences between both groups based on the observable characteristics (LR χ2 test p = 1.00). As a robustness check, we decided to test the differences in all eight financial outcome variables for both groups (Treated and Control), for the pre-intervention period (2005–2007), after the implementation of the matching procedures. The results are reported in Annex A4. They show that there are no statistically significant differences in terms of all eight outcome variables (please note that for the sake of simplicity, the variables Tangible Assets, Labour Costs, and Sales were tested during this period in nongrowth form), and thus both matched groups/samples (Treated and Control) in terms of these outcome measures were not statistically different. On the basis of these findings, we conclude that we were able to substantially reduce the bias between both groups; implying that both samples are now comparable and therefore we are allowed to estimate ATETs and to interpret the obtained estimates.

6 RESULTS AND DISCUSSION

Of the eight analysed indicators, we found six statistically significant average treatment effects on the treated (ATETs). ATET is quantified as a difference in differences (see, e.g., Khandker et al., 2010), that is, as a difference between both matched groups (Treated and Control) and as a difference between periods after the end of the programme (2014–2015) and before the programme had started (2005–2007)). The results are presented in Table 9. The variables representing price-cost margin (PCM), growth of tangible assets, growth of sales, value added per labour cost, and long-run risk, confirmed that, compared to the control group, firms that participated in the programme reported on an average higher values of the abovementioned indicators during the period of 2 years after participation in the programme. On the contrary, the variable representing assets turnover confirmed that, compared to the control group, firms that participated in the programme reported lower assets turnover during the period of 2 years after the end of the programme. The remaining two indicators (ROA and Growth of Labour Costs) could not prove any statistically significant impact of the programme. However, both variables indicated the positive insignificant impact of the programme.

Table 9. Estimated average treatment effect on the treated (ATET)
Outcome variable Matching ATET SE P >  abs. Z N
PCM PSM 14.578 8.417 0.083 578
PCM Kernel 12.467 5.647 0.027 578
PCM Nearest Neighbour (1) 6.455 2.613 0.014 646
ROA PSM 0.953 2.370 0.688 585
ROA Kernel 4.336 4.494 0.335 585
ROA Nearest Neighbour (1) 0.579 1.735 0.739 655
Assets Turnover PSM −0.172 0.217 0.428 587
Assets Turnover Kernel −0.333 0.173 0.055 587
Assets Turnover Nearest Neighbour (1) −0.501 0.194 0.010 658
Value Added per Labour Cost PSM 0.220 0.135 0.103 565
Value Added per Labour Cost Kernel 0.153 0.091 0.093 565
Value Added per Labour Cost Nearest Neighbour (1) 0.158 0.137 0.249 630
Long-Run Risk PSM 1.687 1.171 0.150 589
Long-Run Risk Kernel 2.107 1.238 0.089 589
Long-Run Risk Nearest Neighbour (1) 2.250 1.378 0.103 659
Growth of Tangible Assets PSM 658.298 317.381 0.038 568
Growth of Tangible Assets Kernel 718.443 419.229 0.087 568
Growth of Tangible Assets Nearest Neighbour (1) 665.893 376.647 0.077 633
Growth of Labour Costs PSM 723.983 579.127 0.211 572
Growth of Labour Costs Kernel 735.817 612.924 0.230 572
Growth of Labour Costs Nearest Neighbour (1) 716.249 617.192 0.246 639
Growth of Sales PSM 30.403 16.888 0.072 546
Growth of Sales Kernel 33.229 12.886 0.010 546
Growth of Sales Nearest Neighbour (1) 35.931 15.131 0.018 606
  • Note. ***, **, and * denotes statistical significance at 1, 5, and 10%, respectively, besides NN matching, bootstrapped standard errors with 100 replications were used.
  • ATET is calculated, As a difference between both matched groups (Treated and Control) and as a difference between periods after the end of the programme (2014–2015) and before the programme had started (2005–2007).
  • Source: STATA; author's calculations.
  • PCM: price-cost margin; ROA: return on assets.

Although the ROA indicator is considered to be the best measure of performance in many studies, the PCM indicator seems to be a more suitable measure when considering short-term changes in performance for more potential reasons. First, the main difference between these two performance measures is the fact that the PCM reflects better the changes in the operational activity of a firm than the ROA, since it is based on value added, whereas the ROA is dependent on profit. In the PCM costs directly related to production are included, that is, the PCM assesses the difference between the price of a particular production and the cost of this production, no matter at what time the production was made. The PCM can be understood as an indicator able to point out the trend of a particular production to profitability/loss, and therefore we regard it as a “tachometer of a firm's profit.” Second, supported firms invested more in tangible assets than firms in the control group (as seen from Table 9) that have led to the cost increase (i.e., depreciation and financial costs) not reflected in the PCM. And finally, investments lead to an increase in assets, which reduced the values of the ROA indicator in the case of supported firms.

Our results suggest the positive effect of the OPEI programme on the profitability of Czech food processing firms—the price-cost margin (PCM) improved significantly after the intervention and the results also indicate a positive impact on the return on assets (ROA) indicator, however, it is statistically insignificant (Table 9). Since, the PCM indicator is based on the sales and variable costs of the firm, it assesses the changes in the operational efficiency due to, for example, new technologies or product innovations (Megginson, Smart, & Lucey, 2008). Therefore, it can better reflect the effects of the evaluated support programme (support for development and innovation accounted for about 50% of supported activities, see Table 3) than the ROA indicator based on profit. Our findings are in line with the results found by Špička et al. (2017), who evaluated the effects of investment subsidies in the Czech meat processing industry through fixed-effect models.

The positive effects of the OPEI programme on the competitiveness of the firms are also supported by the use of the indicator of value added. Value added is often used as a measure of competitiveness due to the fact that the improvements in value-added indicate more effective internal processes, business organisation, productivity growth and stronger market position, as mentioned by Jones and Tilley (2003) and Capitanio, Coppola, and Pascucci (2010). Therefore, it is to be expected that investment subsidisation is positively correlated with the growth of value added, as shown, for example, in the study conducted by Bergström (2000) on the firm-level data of manufacturing firms in Sweden. For our analysis, we used the relative indicator, that is, Value Added per Labour Cost, reflecting the firms’ efficiency regarding labour, as used, for example, by Čadil et al. (2017), Špička et al. (2017), Nilsson (2017), and Michalek (2012). In our study, the supported companies manifested a statistically significant increase in value added per labour cost. Generally, the results in this context are inconsistent—while Špička et al. (2017), Nilsson (2017), and Michalek (2012) also found a positive impact of investment support on labour productivity, this has not been proven by Čadil et al. (2017).

Growth in the productivity of the supported firms in the Czech food processing industry is also evident from the results of the Growth of Labour Cost indicator, where the results suggest a positive impact of support, that is, the growth of labour cost in the group of supported enterprises. However, the effect is statistically insignificant. Although the positive sign of the coefficients indicates an increase in labour cost (as suggested by Čadil et al., 2017), it may be due to the creation of new employment opportunities), the value added per labour cost has also increased. This result can be assessed positively—despite the growth in labour costs, a statistically significant increase was proved in the value added per labour cost reflecting the productivity of labour costs.

Taking the Assets Turnover indicator into consideration, the estimates show the negative and statistically significant effects of support on the assets turnover of the companies in the treated group. It can be assumed that the significant increase in investment due to support slowed the turnover of total assets mainly due to a short period of analysis. In general, investment is considered as a long-term business with long-term returns, that is, in the first years after the investment usually not enough revenues are achieved (Brealey et al., 2017). Given that the short-term effects of the programme have been assessed, this result is logical, and it would be appropriate to monitor the impact on this indicator over a longer period of time. We may suppose that, although the decrease in the assets turnover can generally be regarded as a negative development, in the case of the short-term effects of the support this result can be considered as adequate and expected since, due to the OPEI programme, the rate of growth of tangible assets (Growth of Tangible Assets) in the supported companies has increased (Table 9). These results confirm that the programme fulfils its goal of increasing competitiveness through modernisation and investment.

On the basis of the result of the Growth of Sales indicator, we can suppose that the OPEI contributed to the firm growth of the beneficiaries, since the growth in sales reflects the short- and long-term changes in the firm and is the most common indicator to measure growth by managers and entrepreneurs (Coad & Hölzl, 2010). The positive and statistically significant effect of the support on this indicator was proven by all three matching techniques.

As mentioned earlier, the increase in investment (which is assumed to be based on the presented results) is usually accompanied by an increase in the need for funds (Brealey et al., 2017). When looking at the ATET for the Long-Run Risk indicator, we may support this claim. In the group of treated firms, the impact of the OPEI support on this outcome variable was positive and statistically significant. This indicates the increase in liabilities in the capital structure of the supported firms.

7 CONCLUSIONS

The key relevance of the European regional policy is to support economic and social cohesion by mitigating regional disparities (European Commission, 2017c). The particular strategy is to fund specific projects to contribute to the growth and competitiveness of the beneficiaries. During the current programming period of 2014–2020, the EU Cohesion Policy has received the third largest budget, that is, EUR 351.8 billion (European Commission, 2017c). However, the real empirical effects are very uneven throughout both regions and industries. Moreover, there are often only descriptive impact assessments of individual programmes available. We believe that all funded programmes and projects should be properly evaluated with the use of appropriate scientific methods. Approaches using both quantitative and qualitative research methodology should be used to assess programmes. Counterfactual impact evaluation may answer questions related to the real outcomes of the programme, demonstrating whether impact of the intervention on the selected key performance indicators (KPIs) was zero, positive, or even negative (Crowley & McCann, 2017; Dvouletý & Lukeš, 2016; Lerner, 2002; Potluka, Brůha, Špaček, & Vrbová, 2016).

In our study, we respond to this issue through the empirical analysis of the effects of EU public policy on the example of the Czech agribusiness sector. We have focused on the assessment of the impact of the particular programme of the EU Cohesion Policy—OPEI, which ran during the period of 2007–2013. We applied counterfactual impact analysis (propensity score matching in combination with a difference in differences (DID) approach) based on the data of firms with the aim of investigating the effects of this support on the financial performance of enterprises operating in the Czech food processing industry. As the main objective of the OPEI was to promote competitiveness and growth (European Commission, 2017b), we used eight indicators related to these attributes to estimate the effectiveness of the support. It should be mentioned that the high number of variables used for the evaluation of the support is, to the best of our knowledge, not usual in previously published studies on this topic, implying that this study provides evidence going beyond what has been reported by the previous work.

When looking at the effect of the OPEI support on competitiveness, that is, outcome variables based on profit, value added and labour costs, we found a positive effect on the performance of supported firms, which is, in the case of the price-cost margin and value added per labour cost, statistically significant, even with the use of various matching techniques. Our findings also suggest a positive and statistically significant impact of the OPEI on the growth of the supported firms regarding higher growth in tangible assets and higher growth in sales in comparison with the control group.

On the basis of our analysis, we can summarize that the OPEI support had a significant positive effect on the competitiveness and growth of food processing firms in the Czech Republic. The validity of the obtained results in the sector under investigation is supported by a high proportion of supported firms in the treated group (i.e., 70% of beneficiaries) and by the satisfactory number of outcome variables used for the analysis. However, the limitation lies in the short-term evaluation, which should be revisited after a longer period of time, since the effects of the investment support may emerge in the long term (e.g., Bondonio & Greenbaum, 2014; Bondonio, Biagi, & Ãk, 2016).

Although we were able to identify positive outcomes of the programme, we are unable to judge the economic effectivity of the public programme. Cost-benefit analysis should definitely become a part of the programme evaluations in the future. An interesting observation was raised by Wokoun, Kolařík, and Kolaříková (2016), who found that most of the supported entrepreneurs would realise the project/investment even without receiving a subsidy. Answering the question of “what if” is always something we cannot do retrospectively. Nevertheless, perhaps public stakeholders should follow the advice of Terjesen, Bosma, and Stam (2016) and Audretsch and Link (2017), who suggest allocating resources to elite programmes with high-growth potential only or investing to boost entrepreneurial ecosystems, from which all entrepreneurs might benefit. Our final comment is related to the need to impose a reporting duty on the supported firms. All supported entrepreneurs should be forced to regularly report their financial records together with information on the number of employees. Without this crucial step, wider implementation of the counterfactual analysis is not possible. For future empirical evaluations, public authorities should also make available a list of rejected applicants for the programme, which could represent an additional control group.

ACKNOWLEDGEMENTS

We thank the editor Monika Hartmann and three anonymous referees for their contributions to the study development. This study was supported by the Internal Grant Agency of Faculty of Business Administration, University of Economics in Prague (Grant no. IP300040) and by Internal Grant Agency of Faculty of Regional Development and International Studies, Mendel University in Brno (Grant no. 2018/004).

  1. 1 An SME is understood as an enterprise employing fewer than 250 people and having a turnover of less than EUR 50 mil. (Commission Regulation (EC) No. 800/2008). In the Czech food industry, SMEs are represented by a large number—the percentage share of SMEs is 99%.
  2. 2 Please note that the average exchange rate for the period 2007–2014 was 27.54 EUR/CZK according to Eurostat (2017a).
  3. 3 To detect outliers, we have followed a procedure called “bacon,” which is implemented in STATA software (for details see Billor, Hadi, & Velleman, 2000). As for the criteria, we used all outcome variables—pre-intervention values—2005–2007 (PCM, ROA, Assets Turnover, Value Added per Labour Cost, Long-Run Risk, Tangible Assets, Labour Costs, Sales) and no outliers have been detected in Treated group, only 22 observations have been removed from the Control group.
  4. 4 The import penetration ratio shows the extent to which the demand for goods and services is being met by foreign producers rather than from domestic production (Lindner, Cave, Deloumeaux, & Magdeleine, 2001).
  5. 5 “The standardised percentage bias is the percentage difference of the sample means in the treated and non-treated sub-samples as a percentage of the square root of the average of the sample variances in the treated and non-treated groups” (c.f. Leuven & Sianesi, 2012 based on Rosenbaum & Rubin, 1985).
  6. APPENDIX A

     

    Table A1. Sample structure based on the region
    Regions Treated (N) Freq. (%) Control (N) Freq. (%) Total (N) Freq. (%)
    Praha 0 0.00 63 10.43 63 8.43
    Jihomoravský 16 11.19 76 12.58 92 12.32
    Jihočeský 9 6.29 45 7.45 54 7.23
    Karlovarský 6 4.20 6 0.99 12 1.61
    Královéhradecký 11 7.69 50 8.28 61 8.17
    Liberecký 6 4.20 18 2.98 24 3.21
    Moravskoslezský 18 12.59 43 7.12 61 8.17
    Olomoucký 20 13.99 35 5.79 55 7.36
    Pardubický 10 6.99 37 6.13 47 6.29
    Plzeňský 4 2.80 33 5.46 37 4.95
    Středočeský 16 11.19 66 10.93 82 10.98
    Vysočina 10 6.99 51 8.44 61 8.17
    Zlínský 9 6.29 53 8.77 62 8.30
    Ústecký 8 5.59 28 4.64 36 4.82
    Total 143 100.00 604 100.00 747 100.00
    • Source: Own elaboration of the collected data.
    Table A2. Sample structure based on the firm size
    Firm size Treated (N) Freq. (%) Control (N) Freq. (%) Total (N) Freq. (%)
    0–49 70 45.96 371 61.43 441 59.04
    50–249 64 44.76 183 30.30 247 33.07
    250+ 9 6.29 50 8.28 59 7.90
    Total 143 100.00 604 100.00 747 100.00
    • Source: Own elaboration of the collected data.
    Details are in the caption following the image

    Standardized percentage bias across covariates

    Table A4. Estimated difference for matched groups over the year 2005–2007
    Outcome variable Matching Difference SE P >  abs. Z N
    PCM PSM 0.442 3.564 0.769 546
    PCM Kernel −1.045 3.580 0.770 546
    PCM Nearest neighbour (1) 1.108 1.563 0.478 606
    ROA PSM −0.344 2.242 0.878 546
    ROA Kernel 0.872 1.613 0.589 546
    ROA Nearest neighbour (1) 0.803 2.190 0.714 606
    Assets Turnover PSM −0.031 0.222 0.890 546
    Assets Turnover Kernel −0.178 0.164 0.277 546
    Assets Turnover Nearest neighbour (1) −0.538 0.365 0.141 606
    Value Added per Labour Cost PSM −0.601 0.529 0.256 541
    Value Added per Labour Cost Kernel −0.876 0.671 0.191 541
    Value Added per Labour Cost Nearest neighbour (1) −0.039 0.171 0.822 601
    Long-Run Risk PSM 1.334 0.925 0.149 546
    Long-Run Risk Kernel 1.118 0.726 0.124 546
    Long-Run Risk Nearest neighbour (1) 1.123 0.891 0.208 606
    Tangible Assets PSM 117,101.9 106,996.3 0.274 537
    Tangible Assets Kernel −15,476.41 13,674.5 0.258 537
    Tangible Assets Nearest neighbour (1) 112,150.5 120,165.9 0.351 595
    Labour Costs PSM 21,155.67 14,544.34 0.146 546
    Labour Costs Kernel −1,907.433 3,624.169 0.599 546
    Labour Costs Nearest neighbour (1) 18,385.04 12,732.29 0.149 606
    Sales PSM 109,033.4 137,278.8 0.427 546
    Sales Kernel −46,371.95 31,013.07 0.135 546
    Sales Nearest neighbour (1) 76,011.41 136,035.3 0.576 606
    • Note. ***, **, and * denotes statistical significance at 1, 5, and 10%, respectively, besides NN matching, bootstrapped standard errors with 100 replications were used.
    • Source: STATA; author’s calculations.

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