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st: Age-specific reference intervals (xrigls) - no equation for SD?
From
Sofia Ramiro <[email protected]>
To
Statalist <[email protected]>
Subject
st: Age-specific reference intervals (xrigls) - no equation for SD?
Date
Fri, 1 Jun 2012 15:54:19 +0100
Dear Statalist members,
I am trying to define age-specific reference intervals with the command xrigls.
However, when running it, for some of the variables for which I want to define the age intervals I get an equation for the mean (with the corresponding power), but no equation for the SD - example below. I don't understand why. Can any of you explain this?
Are the values derived without the SD equation also right?
I don't understand why in the 1st table (FP powers) the change appears always as 0. I inspected the data and there is variation in this variable and throughout the different ages.
Thanks
Sofia
. xrigls schober15 age if sample==1, fp(m:df 4,s:df 2) centile(2.5 10 25 75 90 97.5) detail
--- FP Powers ---
Cycle Mean SD Deviance Change Residual SS
-----------------------------------------------------------------
0 1 1217.262 0.000 509.4298
1 1 1217.262 0.000 509.4298
2 1 1217.262 0.000 509.4298
Final deviance = 1217.262 (393 observations).
Power(s) for mean curve = 1.
Regression for mean curve
-------------------------
(sum of wgt is 3.4287e+02)
Source | SS df MS Number of obs = 393
-------------+------------------------------ F( 1, 391) = 24.05
Model | 31.3308787 1 31.3308787 Prob > F = 0.0000
Residual | 509.429806 391 1.30288953 R-squared = 0.0579
-------------+------------------------------ Adj R-squared = 0.0555
Total | 540.760685 392 1.37949154 Root MSE = 1.1414
------------------------------------------------------------------------------
schober15 | Coef. Std. Err. t P>|t| [95% Conf. Interval]
-------------+----------------------------------------------------------------
age | -.0203814 .0041562 -4.90 0.000 -.0285528 -.01221
_cons | 7.191451 .1913316 37.59 0.000 6.815284 7.567619
------------------------------------------------------------------------------
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