| Zimbabwe 2015 Wealth Index quintiles [message #13560] | 
			Sat, 18 November 2017 16:17   | 
		 
		
			
				
				
				
					
						  
						amyfinnegan
						 Messages: 5 Registered: March 2013  Location: Durham, NC
						
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		Hello - 
 
I am working with the 2015 Zimbabwe DHS to replicate the wealth quintiles. I want to apply the cut-off values to a wealth index we collected in rural Zimbabwe (we asked the same questions used in ZDHS 2015) to show how our sample compares to the population of Masvingo county (where our survey was fielded). 
 
I have downloaded the principal component output for Zimbabwe 2015 from here:  https://dhsprogram.com/topics/wealth-index/Wealth-Index-Cons truction.cfm. 
 
I am trying to replicate the quintiles in Stata. But they are not exactly as in the spreadsheet provided. 
 
In the spreadsheet, the values are: 
 
Mean		-.1347808 
Std. Error of Mean		.00903679 
Median		-.3942115 
Mode		.03433a 
Std. Deviation		.92749292 
Minimum		-1.63862 
Maximum		3.24577 
Percentiles	 
        20	-1.0280612 
	40	-.6095050 
	60	-.0076580 
	80	.8723670 
 
Here is how I calculated the HHMEMWT: 
 
gen dejure = hv012 
replace dejure = hv013 if hv012 == 0 
gen HHMEMWT = (dejure*hv005)/1000000 
 
 After weighting, I have the same number of observations and min/max as the spreadsheet but a different mean and slightly different standard deviation: : 
 
. sum hv271 [aw=HHMEMWT] 
 
    Variable |     Obs      Weight        Mean   Std. Dev.       Min        Max 
 -------------+---------------------------------------------- ------------------- 
       hv271 |  10,534  42909.8382   -183250.4     927336   -1638620    3245770 
 
 
 
The output from using xtile in Stata gives the below, which does not match the spreadsheet: 
 
. _pctile hv271 [pw=HHMEMWT], nq(5) 
 
. return list 
 
scalars: 
                 r(r1) =  -1050290 
                 r(r2) =  -654000 
                 r(r3) =  -175310 
                 r(r4) =  860240 
 
This matches with the summary by quintile in the ZDHS data: 
 
. bysort hv270: sum hv271 [aw=HHMEMWT] 
 
				 
-> hv270 = poorest 
 
Variable      Obs      Weight        Mean	Std. Dev.	Min	Max 
			 
hv271    1,758  8581.44865    -1267315	133072.1	-1638620	-1050780 
 
				 
-> hv270 = poorer 
 
Variable      Obs      Weight        Mean	Std. Dev.	Min	Max 
			 
hv271    1,707  8581.49289   -851790.8	111743.7	-1050290	-654100 
 
				 
-> hv270 = middle 
 
Variable      Obs      Weight        Mean	Std. Dev.	Min	Max 
			 
hv271    1,774  8582.97362   -441030.8	133150	-654000	-175310 
 
				 
-> hv270 = richer 
 
Variable      Obs      Weight        Mean	Std. Dev.	Min	Max 
			 
hv271    2,690  8582.03223    409289.8	322580.7	-175210	860240 
 
				 
-> hv270 = richest 
 
Variable      Obs      Weight        Mean	Std. Dev.	Min	Max 
			 
hv271    2,605  8581.89077     1234530	312694.8	860620	3245770 
 
 
Why does creating quintiles in Stata not match the principal component output? 
 
Many thanks! 
Amy
		
		
		
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			| Re: Zimbabwe 2015 Wealth Index quintiles [message #14150 is a reply to message #13560] | 
			Mon, 26 February 2018 11:47    | 
		 
		
			
				
				
				
					
						
						Liz-DHS
						 Messages: 1516 Registered: February 2013 
						
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					Senior Member  | 
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		A response from Dr. Shea Rutstein: 
Quote: 
The statistics of the combined national wealth score are calculated using the household weights (hv005, not hhmemwt).  The quintiles are calculated using hhmemwt.  That is the difference. 
 
 
 
		
		
		
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			| Re: Zimbabwe 2015 Wealth Index quintiles [message #14154 is a reply to message #14150] | 
			Mon, 26 February 2018 14:00    | 
		 
		
			
				
				
				
					
						  
						amyfinnegan
						 Messages: 5 Registered: March 2013  Location: Durham, NC
						
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		Hi Liz and Dr. Rutstein, 
 
Thank you for this information! 
 
I can see now that when we want to know the population level statistics of the wealth distribution, we use the household weight (hv005). When we want to know how to divide the households into quintiles, we must use the hhmemwt. 
 
All the best, 
Amy
		
		
		[Updated on: Mon, 26 February 2018 14:00] Report message to a moderator  
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