[Postedit 27 May 2013: For final summing up of these issues, see post Reinhart-Rogoff vs. New Zealand: Final Round?]
[Note: You need to read the two previous posts 1,2, to understand this one!]
The discrepancies between the RR data for New Zealand real GDP growth rates and any published sources have been bugging me since yesterday morning's post. So I retrieved the original RR data from the UMaas site and inserted them into my Excel spreadsheet (yes, I'm also in bed with the devil here).
In turns out I had misread HAP's description of the four missing observations for NZ. They're 1946-1949, not 1947-1950 as I had assumed. RR do not count 1950 in the over 90% category since the NZ debt ratio dipped below 88% that year. If they had, again the result would have been reversed, since that Korean War boom value of +14.67% creeps back in. Thus we have to shift the missing RR data to make a meaningful comparison with the growth values from Maddison/Statistics New Zealand.
I have now done so in this table, where the fourth column now contains the original RR values, 1950 is highlighted in yellow to emphasize that it is not counted, I added 1952 for additional evidence, and the averages are only taken for the relevant range 1946-49 + 1951:
[Note: You need to read the two previous posts 1,2, to understand this one!]
The discrepancies between the RR data for New Zealand real GDP growth rates and any published sources have been bugging me since yesterday morning's post. So I retrieved the original RR data from the UMaas site and inserted them into my Excel spreadsheet (yes, I'm also in bed with the devil here).
In turns out I had misread HAP's description of the four missing observations for NZ. They're 1946-1949, not 1947-1950 as I had assumed. RR do not count 1950 in the over 90% category since the NZ debt ratio dipped below 88% that year. If they had, again the result would have been reversed, since that Korean War boom value of +14.67% creeps back in. Thus we have to shift the missing RR data to make a meaningful comparison with the growth values from Maddison/Statistics New Zealand.
I have now done so in this table, where the fourth column now contains the original RR values, 1950 is highlighted in yellow to emphasize that it is not counted, I added 1952 for additional evidence, and the averages are only taken for the relevant range 1946-49 + 1951:
Year | Maddison | Maddison Geary-Khamis $90 | Stat NZ $91/92 | RR |
1946 | 8.70 | 3.37 | 2.95 | 7.71 |
1947 | 10.91 | 9.56 | 0.42 | 11.93 |
1948 | -9.92 | -11.69 | 3.17 | -9.92 |
1949 | 10.79 | 8.54 | -5.00 | 10.79 |
1950 | 14.67 | 12.38 | 4.97 | 14.68 |
1951 | -7.63 | -9.49 | 15.60 | -7.64 |
1952 | 4.34 | 1.83 | -5.50 | 4.35 |
average 1946-49+1951 | 2.57 | 0.06 | 3.43 | 2.57 |
It's now apparent that the source of RR's growth data is Maddison. (In fact, RR state this explicitly on their data website without providing the data they used directly, so I trust that the UMaas spreadsheet has reproduced this correctly. I'm getting my Maddison values from Statistics New Zealand.) However, even now there are some strange discrepancies. The growth rate for 1946 is 1% too low, that for 1947 1% too high (highlighted in orange). [Postedit as of May 4, 2012: This discrepancy only exists for 1946 & 1947 growth rates calculated from real GDP Maddison data provided by Statistics NZ. The RR values do correspond to the growth rates derived from Maddison's original database. I have no idea why StatisticsNZ provides different "Maddison" values and whether they represent a transcription error on their part or a data revision.] Otherwise, up to slight rounding discrepancies, they are identical. The Stat NZ series looks lagged by one year, but that still does not fully explain the remaining large discrepancies.
Nevertheless, the conclusions of yesterday's post remain. If one takes the Statistics NZ value for 1951 (or include RR's 1950 value), RR's result is stood on its head: highly indebted countries grow faster!
Any result that is so critically sensitive to the inclusion or exclusion of a few observations or a slight time shift between them that decides whether you're in the war boom or the waterfront strike, cannot be taken seriously.
However, at least we can now wake up, if somewhat groggily, from one postmodern data nightmare. Only 999 more to go...