Agric. Econ. - Czech, 2022, 68(11):413-426 | DOI: 10.17221/125/2022-AGRICECON
Financial efficiency analysis of Hungarian agriculture, fisheries and forestry sectorOriginal Paper
- 1 Institute of Accounting and Finance, Faculty of Economics and Business, University of Debrecen, Debrecen, Hungary
- 2 Hungarian National Bank, Hungary
In this study, we examine the efficiency of companies in Hungary's agriculture, fisheries and forestry sector. We analysed corporate efficiency by using stochastic frontier analysis (SFA). We used two methods to perform the SFA calculations - the Cobb-Douglas and translog functions. The result variable for the SFA calculation was gross value added (GVA), and the explanatory variables were tangibles, material costs, employee costs and other costs. The original database contained cross-sectional and time series data and was transformed into a panel database. We used the maximum log-likelihood method for parameter estimation. We performed the efficiency analysis in the case of the Cobb-Douglas and translog functions in two ways - first, without z variables (factor effects) and second, considering different factors (subsectors, workforce categories, ranking by total assets and ranking by total sales). Taking z variables into account increased the value of the efficiency coefficients. The latter model's results show that the companies' average performance in the sector examined was more than 70%. Further calculations also showed that the subsectors of the agriculture, fisheries and forestry sector differed in efficiency scores. The larger companies operated more efficiently than the smaller ones in the sector examined.
Keywords: sectoral analysis; performance analysis; production functions; stochastic frontier analysis
Published: November 24, 2022 Show citation
| ACS | AIP | APA | ASA | Harvard | Chicago | Chicago Notes | IEEE | ISO690 | MLA | NLM | Turabian | Vancouver |
References
- Abdul I., Wulan Sari D., Haryanto T., Win T. (2022): Analysis of factors affecting the technical inefficiency on Indonesian palm oil plantation. Scientific Reports, 12: 3381.
Go to original source...
Go to PubMed... - Abate T.M., Dessie A.B., Adane B.T., Tesfa T., Getu S. (2022): Analysis of resource use efficiency for white cumin production among smallholder farmers empirical evidence from Northwestern Ethiopia: A stochastic frontier approach. Letters in Spatial and Resource Sciences, 15: 213-235.
Go to original source... - Aigner D.J., Chu S.F. (1968): On estimating the industry production function. The American Economic Review, 58: 826-839.
- Aigner D., Lovell C.A.K., Schmidt P. (1977): Formulation and estimation of stochastic frontier production function models. Journal of Econometrics, 6: 21-37.
Go to original source... - Bakucs L.Z., Latruffe L., Fertõ I., Fogarasi J. (2010): The impact of EU accession on farms' technical efficiency in Hungary. Post-Communist Economies, 22: 165-175.
Go to original source... - Bakucs Z., Fertõ I., Vígh E. (2020): Crop productivity and climatic conditions: Evidence from Hungary. Agriculture, 10: 421-432.
Go to original source... - Baráth L., Fertõ I. (2015): Heterogeneous technology, scale of land use and technical efficiency: The case of Hungarian crop farms. Land Use Policy, 42: 141-150.
Go to original source... - Baráth L., Fertõ I., Hockmann H. (2020): Technological differences, theoretical consistency, and technical efficiency: The case of Hungarian crop-producing farms. Sustainability, 12: 1147.
Go to original source... - Baráth L., Fertõ I., Staniszewski J. (2021): Technological heterogeneity in pig farming: A metafrontier approach - Perspectives from Hungary and Poland. Agriculture (Basel), 11: 961-974.
Go to original source... - Battese G.E., Coelli T.J. (1992): Frontier production functions, technical efficiency and panel data: With application to paddy farmers in India. Journal of Productivity Analysis, 3: 153-169.
Go to original source... - Battese G.E., Coelli T.J. (1995): A model for technical inefficiency effects in a stochastic frontier production function for panel data. Empirical Economics, 20: 325-332.
Go to original source... - Bojnec ©., Latruffe L. (2013): Farm size, agricultural subsidies and farm performance in Slovenia. Land Use Policy, 32: 207-217.
Go to original source... - Caves R.E., Barton D.R. (1991): Efficiency in US Manufacturing Industries. Cambridge, US, MIT Press: 204.
- Coelli T.J., Prasada D.S.P., O'Donell C.J., Battese G.E. (2005): An introduction to efficiency and productivity analysis. New York, US, Springer: 341.
- Èechura L., ®áková Kroupová Z., Leke¹ová M. (2022): Productivity and efficiency in Czech agriculture: Does farm size matter? Agricultural Economics - Czech, 68: 1-10.
Go to original source... - Diaz M.A., Sánchez R. (2008): Firm size and productivity in Spain: a stochastic frontier analysis. Small Business Economics, 30: 315-323.
Go to original source... - Farrell M.J. (1957): The measurement of productive efficiency. Journal of the Royal Statistical Society (A, general), 120: 253-281.
Go to original source... - Hall R.E., Jones C.I. (1999): Why do some countries produce so much more output per worker than others? The Quarterly Journal of Economics, 114: 83-116.
Go to original source... - Henningsen A., Coelli T. (2020): Package 'frontier'. Stochastic frontier analysis. Available at http://frontier.r-forge.rproject.org/ (accessed Sept 8, 2021)
- Horváthová J., Mokri¹ová M., Suhányiová A. (2014): Analysis of cost of equity models in calculating economic value added of Slovak businesses. In: International Multidisciplinary Scientific Conferences on Social Sciences and Arts SGEM 2014, Albena, Bulgaria, Sept 2-7, 2014: 35-42.
Go to original source... - Giannakis E., Bruggeman A. (2015): The highly variable economic performance of European agriculture. Land Use Policy, 45: 26-35.
Go to original source... - Gorton M., Davidova S. (2004): Farm productivity and efficiency in the CEE applicant countries: A synthesis of results. Agricultural Economics, 30: 1-16.
Go to original source... - Kim M., Maksimovic V. (1990): Debt and input misallocation. The Journal of Finance, 45: 795-816.
Go to original source... - Kalirajan K.P., Shand R.T. (1999): Frontier production functions and technical efficiency measures. Journal of Economic Surveys, 13: 149-172.
Go to original source... - Keszthelyi S. (2021): The Results of the Test Farm Information System in 2020 (A tesztüzemi információs rendszer eredményei 2020). Budapest, Hungary, Agrárközgazdasági Intézet (Institute of Agricultural Economics): 193. (in Hungarian)
Go to original source... - Kovacs K., Szucs I. (2020): Exploring efficiency reserves in Hungarian milk production. Studies in Agricultural Economics, 122: 37-43.
- Latruffe L., Fogarasi J., Desjeux Y. (2012): Efficiency, productivity and technology comparison for farms in Central and Western Europe: The case of field crop and dairy farming in Hungary and France. Economic Systems, 36: 264-278.
Go to original source... - Lichtenberg F.R., Siegel D. (1990): The effects of leveraged buyouts on productivity and related aspects of firm behavior. Journal of Financial Economics, 27: 165-194.
Go to original source... - Meeusen W., van den Broeck J. (1977): Efficiency estimation from Cobb-Douglas production functions with composed error. International Economic Review, 18: 435-444.
Go to original source... - Mitsopoulos I., Tsiouni M., Pavloudi A., Gourdouvelis D., Aggelopoulos S. (2021): Improving the technical efficiency and productivity of dairy farms in Greece. Studies in Agricultural Economics, 123: 95-100.
Go to original source... - Náglová Z., ©impachová Pechrová M. (2019): Subsidies and technical efficiency of Czech food processing industry. Agricultural Economics - Czech, 65: 151-159.
Go to original source... - Novotná M., Volek T. (2014): Labour as a factor of production in the context of gross value added growth in sector A. Scientia Agriculturae Bohemica, 45: 129-135.
Go to original source... - Orea L., Kumbhakar S.C. (2004): Efficiency measurement using latent class stochastic frontier model. Empirical Economics, 29: 169-183.
Go to original source... - Palia D., Lichtenberg F. (1999): Managerial ownership and firm performance: A re-examination using productivity measurement. Journal of Corporate Finance, 5: 323-339.
Go to original source... - Petrie A.G. (2016): Introduction to Regression and Modeling with R. San Diego, US, Cognella, Inc.: 328.
- Pitt M.M., Lee L.F. (1981): The measurement and sources of technical inefficiency in the Indonesian weaving industry. Journal of Development Economics, 9: 43-64.
Go to original source... - Richmond J. (1974): Estimating the efficiency of production. International Economic Review, 15: 515-521.
Go to original source... - Schmidt P. (1985): Frontier production functions. Econometric Reviews, 4: 289-328.
Go to original source... - Sheather S.J. (2009): A Modern Approach to Regression with R. New York, US, Springer Texts in Statistics, Springer Science + Business Media, LLC.: 393.
Go to original source... - Simon F., Novák J. (2002): The evaluation of economic situation and comparison of Czech and French agricultural enterprises. Agricultural Economics - Czech, 48: 389-394.
Go to original source... - Thomassen M.A., Dolman M.A., van Calker K.J., de Boer I.J.M. (2009): Relating lifecycle assessment indicators to gross value added for Dutch dairy farms. Ecological Economics, 68: 2278-2284.
Go to original source... - Van Passel S., Nevens F., Mathijs E., van Huylenbroeck G. (2007): Measuring farm sustainability and explaining differences. Ecological Economics, 62: 149-161.
Go to original source... - Zsarnóczai J.S., Zéman Z. (2019): Output value and productivity of agricultural industry in Central-East Europe. Agriculture Economics - Czech, 65: 185-193.
Go to original source...
This is an open access article distributed under the terms of the Creative Commons Attribution-NonCommercial 4.0 International (CC BY NC 4.0), which permits non-comercial use, distribution, and reproduction in any medium, provided the original publication is properly cited. No use, distribution or reproduction is permitted which does not comply with these terms.

ORCID...