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Efficiency assessment and convergence in teaching and research in Italian public universities

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Abstract

This paper investigates the pattern of teaching and research performances, the relationship between them, and the convergence for Italian public HEIs in the period 2000–2010, by comparing different bootstrap robust non-parametric frontier estimators. Overall we find an efficiency improvement, mainly driven by research, whereas teaching efficiency increases only in the very first years of the sample period. We also ascertain a slightly positive relationship between research and teaching performances. Furthermore, we find that Italian HEIs converge, in the observed period, although research and teaching do it at a different pace. Our empirical findings are robust to alternative estimators and bootstrapped bias correction.

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Notes

  1. They were originally designed for development economics and recently applied to the study of the dynamics of technical efficiency of banks and financial institutions (Weill 2009; Casu and Girardone 2010; Zhang and Matthews 2012; Ayadi et al. 2013), and teaching in HEIs (Guccio et al. 2015).

  2. An increased interest in cross-country comparisons emerged in more recent times, due to the reform of HEI systems within EU (the so-called Bologna Process) that aimed at creating a common European HEI system. An example of such a strand of research is Parteka and Wolszczak-Derlacz (2013) that compares 266 HEIs in 7 European countries in the period 2001–2005.

  3. The advantage of using a non-parametric technique is that it provides a “best performance” frontier that identifies efficient HEIs able to provide a benchmark for under-performing HEIs. An alternative method identifying a frontier is the Stochastic Frontier Analysis (SFA; Aigner et al. 1977; Meeusen and Van den Broeck 1977). In contrast to non-parametric frontier, this approach provides a measure of statistical noise in its estimation of efficiency. However, SFA requires the specification of the functional form of the production process and the distribution of data and error terms.

  4. Notwithstanding their large use, traditional non-parametric models such as DEA and FDH estimators have received some criticism since they rely on extreme points, and they could be extremely sensitive to data selection, aggregation, model specification and data errors (Simar and Wilson 2008). As an alternative, estimators based on partial frontiers and the resulting partial efficiency scores are proposed to provide robust measures of efficiency at extreme data points: Cazals et al. (2002) proposes the nonparametric order-m estimator and Daouia and Simar (2007) order-α quantile type frontiers.

  5. According to Badin and Simar (2009), this estimator is a symmetric version of the order-m minimum input function proposed by Cazals et al. (2002).

  6. Although scope economies generally refer to decreasing average costs in producing two or more outputs, in this paper we refer to the benefits that teaching may have from research and vice versa, in line with Bonaccorsi et al. (2006, 2007) and De Witte et al. (2013b).

  7. An alternative to analyze the marginal effect of one activity (assumed to be an external or environmental factor) on the other one’s performance is to employ a two-stage DEA analysis (i.e. Sellers-Rubio et al. 2010). A robust semiparametric approach proposed by Simar and Wilson (2007) requires a restrictive separability condition between the input–output space and the space of external or environmental factors. This is certainly unrealistic in our analysis. We thank an anonymous reviewer for this point.

  8. Notice that the ratios are not bounded by 1, in case of m-order estimator.

  9. Agasisti and Dal Bianco (2009) and Guccio et al. (2015), for instance, consider as input measure the number of enrolments with a score equal or greater than 9/10 in secondary school.

  10. The sample is coherent with the one used by Agasisti and Wolszczak-Derlacz (2014) and virtually represents all the public HEIs with general purpose in Italian system. Some public HEIs are excluded due the incompleteness of the data in the observed period (namely: Università di Macerata; Politecnico di Bari; Università di Napoli “L’Orientale”; IUAV di Venezia). Other HEIs are excluded from the sample for the peculiarities of those institutions (Scuola Normale Superiore di Pisa; Scuola Superiore di Studi Universitari e Perfezionamento Sant'Anna di Pisa; Scuola Internazionale Superiore di Studi Avanzati di Trieste; Scuola IMT di Lucca; Istituto Universitario di Studi Superiori di Pavia; Università degli Studi di Roma "Foro Italico"; Università per Stranieri di Siena; Università per Stranieri di Perugia).

  11. Results are robust with respect to bias correction and to the assumptions of variable returns to scale and free disposability of inputs, and results are available upon request.

  12. STUD stands for STUD• 104.

  13. GRAD stands for GRAD• 103.

  14. RESEARCH stands for RESEARCH• 103.

  15. To save space we do not report all the results obtained using different estimators. The analytical results of the conditional and unconditional estimates are available upon request.

  16. We also perform a number of other robustness checks to assess effects between other activities and performances including a two-stage robust semiparametric approach proposed by Simar and Wilson (2007) obtaining results comparable with those reported here. Results are available upon request.

  17. However, our findings are robust with respect to variable returns to scale. Estimates are available upon request.

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Acknowledgments

Preliminary versions of this paper were presented in the XXVII annual congress of the Italian Society of Public Economics (Ferrara, 2015), and seminars at the Kyoto Sangyo University and University of Munich. We thank the participants and discussants, as well as two anonymous reviewers for several helpful comments. The usual caveat applies.

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Correspondence to Calogero Guccio.

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Guccio, C., Martorana, M.F. & Mazza, I. Efficiency assessment and convergence in teaching and research in Italian public universities. Scientometrics 107, 1063–1094 (2016). https://doi.org/10.1007/s11192-016-1903-8

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