Since 2002 the European Commission applies the Cobb-Douglas production function approach to obtain the output gap from the short-term deviations of labour and total factor productivity (TFP) from their potential. The cycle in unemployment is considered as an unobserved dynamic factor which is common to a labour cost indicator in a Phillips curve relationship, while the cycle in productivity is shared by capacity utilization. The complement of the unemployment cycle makes up the NAWRU.
GAP implements two bivariate dynamic factor models to decompose unemployment and productivity into equilibrium or potential plus short-term deviations. Interested readers can find an exhaustive description of the EU commonly agreed methodology in Havik, K., K. Mc Morrow, F. Orlandi, C. Planas, R. Raciborski, W. Roeger, A. Rossi, A. Thum-Thysen and V. Vandermeulen (2014), "The production function methodology for calculating potential growth rates and output gaps'', European Economy, Economic Paper, 535.
GAP 5.0 (Executable file), Installation Package, 10.17 MB
gap50exe.zipGAP 5.0 Licence
European Union Licence Agrement-GAP.pdf
GAP 5.0 (Source code), 440.66 KB
gap50sc.zipGAP 5.0 (source code) Licences
European Union Pubblic Licence-GAP.pdf
EUPL v1_2.txt
Further information can be obtained from alessandro [dot] rossi1ec [dot] europa [dot] eu (subject: Download%20the%20GAP%20software) (Alessandro Rossi), or christophe [dot] planasec [dot] europa [dot] eu (subject: Download%20the%20GAP%20software) (Christophe )christophe [dot] planasec [dot] europa [dot] eu (subject: Download%20the%20GAP%20software) (Planas)christophe [dot] planasec [dot] europa [dot] eu (subject: Download%20the%20GAP%20software) (.)
EUCAM Bibliography
Planas C., Roeger W. and A. Rossi (2013), “The information content of capacity utilization for detrending total factor productivity”, Journal of Economic Dynamic and Control, 37, 577-590.
Planas C., Fiorentini G. and A. Rossi (2008), "Bayesian analysis of the Output Gap", Journal of Business & Economic Statistics, 2008, 26, 1, 18-32