This directory contains codes for generating the results in Unmeasured Investment and the Puzzling US Boom in the 1990s by Ellen McGrattan and Ed Prescott Below we describe the files and instructions for generating the figures and tables in the text and in the appendix. FILES BRIEF DESCRIPTION ----- ----------------- *_params.m Files created by *_steady.m *_resid.m Codes to compute residuals (called by *_simul.m) *_simul.m Codes to simulate model predictions (run *_wedges.m first) *_steady.m Codes to compute steady states *_wedges.m Codes to compute TFPs and (if needed) model wedges bca_*.m Standard 1-sector prototype growth model intang_*.m Growth model with intangible capital, nonneutral technology nointang_*.m Standard 2-sector growth model, no intangible capital rintang_*.m Growth model with intangible capital, neutral technology INSTRUCTIONS FOR GENERATING RESULTS (Requires Matlab or Octave) --------------------------------------------------------------- Paper ----- Figures 1-2. > bca_steady > bca_wedges > bca_simul Note: choose to set labor wedge and investment wedge at 1990 level Results are plotted in figure(1:2) Figures 3-6. See README in ./DATA for further details about US Data Figures 7-14. > intang_steady > intang_wedges > intang_simul Note: choose to set investment wedge at 1990 level Results are plotted in figure([10,17,1,2,9,8,14,15]) Appendix -------- Section 2.1.2. Figures 1-5. > bca_steady > bca_wedges > bca_simul (Set wedges to 1990 levels, ie., 1) Results are plotted in figure(1:5) Figure 6. > bca_simul (Set TFP, investment wedge, tax rates to 1990 levels) Results are plotted in figure(1) Figure 7. > bca_simul (Set TFP, labor wedge, tax rates to 1990 levels) Results are plotted in figure(1) Section 2.1.3. Figure 8. NIPA ratio of implicit price deflator of PCE to GPDI, 1990=1 Figure 9-10. Replace xwedge in bca_wedges with: > xwedge = [1.0000 1.0208 1.0543 1.0657 1.0738 1.0847 1.1125 ... 1.1350 1.1583 1.1781 1.1950 1.2080 1.2178 1.2232]'; and then run the bca codes as before. Results are plotted in figure(1:2). Section 2.1.5. Figures 11-17. > nointang_steady > nointang_wedges > nointang_simul (Set wedges to 1990 levels, ie., 1) Results are plotted in figure(1:7) Figures 18. > nointang_simul (Set TFP, investment wedge, tax rates to 1990 levels) Results are plotted in figure(1) Figures 19. > nointang_simul (Set TFP, labor wedge, tax rates to 1990 levels) Results are plotted in figure(1) Section 2.2.2. Figure 20. > rintang_steady > rintang_wedges > rintang_simul (Set wedges to 1990 levels, ie., 1) Results are plotted in figure(1) Figure 21. > rintang_simul (Set TFP, investment wedge, tax rates to 1990 levels) Results are plotted in figure(1) Figure 22. > rintang_simul (Set TFP, labor wedge, tax rates to 1990 levels) Results are plotted in figure(1) Section 2.3.3. Figures 23,25-32. > intang_steady > intang_wedges > intang_simul (Set wedges to 1990 levels, ie., 1) Results are plotted in figures(1:9) Figure 24. Added graph for one of the referees showing the decomposition of hours. After running intang_simul as above, plot the series: h1t, h2t, and hnt. Section 2.3.3. Figures 33-35. Replace observables.dat with observsoft.dat and rerun codes that generated Figures 23, 25, and 26. Sections 3 and 4: Figures 36-42 are based on results from the literature Section 5.1 Figure 43-44. With phi1 and deltI as specified in graphs > intang_steady_alt > intang_wedges > intang_simul (Set wedges to 1990 levels, ie., 1) Results are plotted in figure([9,17]) Figure 45-46. Set deltI=0 and phi's, theta's as specified in graphs > intang_steady_alt2 > intang_wedges > intang_simul (Set wedges to 1990 levels, ie., 1) Results are plotted in figure(1:2) Figure 47-48. Use data in rates.dat > intang_steady > intang_wedges > intang_simul (Set wedges to 1990 levels, ie., 1) Results are plotted in figure(1:2) Section 5.2: See codes in ../MODELS/stoch directory Section 6: See data in ../DATA