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Econometric Estimation and Aggregation of 
PPP Panels for Components of GDP 
Reproductions of this material, or any parts of it, should refer to the IMF Statistics Department as the source. 
Real Sector Division 
IMF Statistics Department 
A. N. Rambaldi, L. T. Huynh, D. S. P. Rao, University of Queensland 
Discussant: Kim Zieschang, IMF 
International Association for Income and Wealth, Rotterdam, 2014 
The views expressed are the author’s and should not be attributed to the IMF, IMF staff ,or Executive Board
Real Sector Division 
IMF Statistics Department 
Overview 
 Extends earlier work by Rao, Rambaldi, and Doran 
(RRD)(RIW 2010) on integrating PPP benchmarks with 
national GDP deflator time series 
• Includes GDP components C, I, G as well as total GDP in the 
same system 
• Continues RRD features such as 
 Full information, integrated estimation of time series and cross 
sectional (PPP) GDP (and now component) price developments 
 Estimates of precision of parameters and the implied price levels 
 Feasible Kalman filter estimation algorithm
Real Sector Division 
IMF Statistics Department 
Very brief sketch of RRD [1] 
 State space signal extraction model, mapping from PPPs 
observed with some error to a vector of “true” but 
unobserved PPPs 
 Countries placed in one of three groups: 
• ICP benchmark year: Reference country, non-ICP (non-reference) 
participating countries, ICP (non-reference) 
participating countries 
• Non-ICP benchmark year: Reference country, all others
Real Sector Division 
IMF Statistics Department 
Very brief sketch of RRD [2] 
yt  Zt pt  t 
Benchmark year mapping of observations y (log 
transformed PPPs) on selection matrix Z with random error 
term 
   S 
   
      
    
      %          
1 0 0 
ˆ ; ; ; t t t np t np t 
y p Z S S 
  
p S S 
 
t p p t 
PPP extrapolation 
ln it it it it p%  PPP  p  
where i t t 
  
,[ 1, ] 
, 1 
1,[ 1, ] 
it i t it it it 
t t 
GDPDef 
p p c c 
GDPDef 
 
 
   
Real Sector Division 
IMF Statistics Department 
Very brief sketch of RRD [3] 
 For nonparticipating countries in PPP benchmark years, 
and for all countries in non-benchmark years, RRD poses 
an econometric prediction equation for GDP (and C, I, G 
in the more elaborate model). The RHS of this equation is 
a set of predetermined variables; for example, for PPP-GDP, 
this model sets the “price level index” (PPP over the 
exchange rate) as a function of explanatory variables 
used in, e.g., Kravis and Lipsey (1983), and others. 
 The model can be straightforwardly constrained not to 
touch the estimate of the evolution of national deflators 
through setting the variance of the error term in the log 
PPP update equation to zero.
Real Sector Division 
IMF Statistics Department 
Very brief sketch of RRD [3] 
 For nonparticipating countries in PPP benchmark years, 
and for all countries in non-benchmark years, RRD poses 
an econometric prediction equation for GDP (and C, I, G 
in the more elaborate model). The RHS of this equation is 
a set of predetermined variables; for example, for PPP-GDP, 
this model sets the “price level index” (PPP over the 
exchange rate) as a function of explanatory variables 
used in, e.g., Kravis and Lipsey (1983), and others. 
 The model can be straightforwardly constrained not to 
touch the estimate of the evolution of national deflators 
through setting the variance of the error term in the log 
PPP update equation to zero.
Real Sector Division 
IMF Statistics Department 
Comments and questions on RRD [2] 
 By reference, e.g., to the Oulton paper, this session, this 
model seems to be enforcing homotheticity on the 
results stochastically, unless you set the variance on the 
update equation to zero, in which case it does this with 
certainty. Could you comment? 
 If so, would you need to include a systematic component 
to explicitly allow nonhomothetic “extrapolation drift?” 
 From Deaton and Aten (2014), there are likely problems 
with the regional links computed in the 2005 ICP round; 
could the model be constrained to adjust only the 
between ICP region parities in 2005 but retain within 
region “fixity” of PPPs as a way of incorporating ICP 
history to correct or shed light on the approximate size of 
this issue?
Real Sector Division 
IMF Statistics Department 
Comments and questions on RRD [3] 
 Comment: It appears that constraining the model not to 
touch national GDP deflators (other than level) would 
have consequences for the “fixity” of previous PPP 
benchmarks (because this constraint generates revisions 
to previous benchmarks); users of these will need to 
accommodate to this, as have users of revisable series 
elsewhere that may have administrative uses have had to 
do.
Real Sector Division 
IMF Statistics Department 
Results [China]
Real Sector Division 
IMF Statistics Department 
Results [India]
Real Sector Division 
IMF Statistics Department 
Observations on results 
 Dropping the 2005 ICP round as a constraint 
(Ignore2005) seems to have very mild impacts on the 
time profile of the price level indexes (PLIs) of GDP for, 
e.g., China and India 
 Dropping the 2011 ICP round as a constraint 
(Predict2011), on the other hand, predicts a higher PLI 
than the 2011 benchmark for both; the estimate lies 
outside the upper 2 SE confidence band around the PLI 
estimate that is constrained (stochastically) to the 2011 
benchmark results. 
 Interpretation?

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Session 8 c 8 c rambaldi slides (kz)

  • 1. Econometric Estimation and Aggregation of PPP Panels for Components of GDP Reproductions of this material, or any parts of it, should refer to the IMF Statistics Department as the source. Real Sector Division IMF Statistics Department A. N. Rambaldi, L. T. Huynh, D. S. P. Rao, University of Queensland Discussant: Kim Zieschang, IMF International Association for Income and Wealth, Rotterdam, 2014 The views expressed are the author’s and should not be attributed to the IMF, IMF staff ,or Executive Board
  • 2. Real Sector Division IMF Statistics Department Overview  Extends earlier work by Rao, Rambaldi, and Doran (RRD)(RIW 2010) on integrating PPP benchmarks with national GDP deflator time series • Includes GDP components C, I, G as well as total GDP in the same system • Continues RRD features such as  Full information, integrated estimation of time series and cross sectional (PPP) GDP (and now component) price developments  Estimates of precision of parameters and the implied price levels  Feasible Kalman filter estimation algorithm
  • 3. Real Sector Division IMF Statistics Department Very brief sketch of RRD [1]  State space signal extraction model, mapping from PPPs observed with some error to a vector of “true” but unobserved PPPs  Countries placed in one of three groups: • ICP benchmark year: Reference country, non-ICP (non-reference) participating countries, ICP (non-reference) participating countries • Non-ICP benchmark year: Reference country, all others
  • 4. Real Sector Division IMF Statistics Department Very brief sketch of RRD [2] yt  Zt pt  t Benchmark year mapping of observations y (log transformed PPPs) on selection matrix Z with random error term    S                    %          1 0 0 ˆ ; ; ; t t t np t np t y p Z S S   p S S  t p p t PPP extrapolation ln it it it it p%  PPP  p  where i t t   ,[ 1, ] , 1 1,[ 1, ] it i t it it it t t GDPDef p p c c GDPDef      
  • 5. Real Sector Division IMF Statistics Department Very brief sketch of RRD [3]  For nonparticipating countries in PPP benchmark years, and for all countries in non-benchmark years, RRD poses an econometric prediction equation for GDP (and C, I, G in the more elaborate model). The RHS of this equation is a set of predetermined variables; for example, for PPP-GDP, this model sets the “price level index” (PPP over the exchange rate) as a function of explanatory variables used in, e.g., Kravis and Lipsey (1983), and others.  The model can be straightforwardly constrained not to touch the estimate of the evolution of national deflators through setting the variance of the error term in the log PPP update equation to zero.
  • 6. Real Sector Division IMF Statistics Department Very brief sketch of RRD [3]  For nonparticipating countries in PPP benchmark years, and for all countries in non-benchmark years, RRD poses an econometric prediction equation for GDP (and C, I, G in the more elaborate model). The RHS of this equation is a set of predetermined variables; for example, for PPP-GDP, this model sets the “price level index” (PPP over the exchange rate) as a function of explanatory variables used in, e.g., Kravis and Lipsey (1983), and others.  The model can be straightforwardly constrained not to touch the estimate of the evolution of national deflators through setting the variance of the error term in the log PPP update equation to zero.
  • 7. Real Sector Division IMF Statistics Department Comments and questions on RRD [2]  By reference, e.g., to the Oulton paper, this session, this model seems to be enforcing homotheticity on the results stochastically, unless you set the variance on the update equation to zero, in which case it does this with certainty. Could you comment?  If so, would you need to include a systematic component to explicitly allow nonhomothetic “extrapolation drift?”  From Deaton and Aten (2014), there are likely problems with the regional links computed in the 2005 ICP round; could the model be constrained to adjust only the between ICP region parities in 2005 but retain within region “fixity” of PPPs as a way of incorporating ICP history to correct or shed light on the approximate size of this issue?
  • 8. Real Sector Division IMF Statistics Department Comments and questions on RRD [3]  Comment: It appears that constraining the model not to touch national GDP deflators (other than level) would have consequences for the “fixity” of previous PPP benchmarks (because this constraint generates revisions to previous benchmarks); users of these will need to accommodate to this, as have users of revisable series elsewhere that may have administrative uses have had to do.
  • 9. Real Sector Division IMF Statistics Department Results [China]
  • 10. Real Sector Division IMF Statistics Department Results [India]
  • 11. Real Sector Division IMF Statistics Department Observations on results  Dropping the 2005 ICP round as a constraint (Ignore2005) seems to have very mild impacts on the time profile of the price level indexes (PLIs) of GDP for, e.g., China and India  Dropping the 2011 ICP round as a constraint (Predict2011), on the other hand, predicts a higher PLI than the 2011 benchmark for both; the estimate lies outside the upper 2 SE confidence band around the PLI estimate that is constrained (stochastically) to the 2011 benchmark results.  Interpretation?