[R-SIG-Mac] predict.lm error
Simon Urbanek
simon.urbanek at r-project.org
Sat Aug 16 17:26:04 CEST 2008
That error was usually seen when plotting in a minimized window. This
was fixed in subsequent R releases (and the wording of the exception
was changed to encourage update). Simply restoring the Quartz window
should work, the error should be otherwise harmless. Nonetheless as
Brian pointed out Quartz was entirely rewritten for R 2.7.x so
updating is strongly encouraged.
Cheers,
Simon
On Aug 12, 2008, at 18:07, Robert Chatfield
<chatfield at alumni.rice.edu> wrote:
> qqplot(z,z.predict$fit)
> 2008-08-12 16:59:58.105 R[3203] *** Assertion failure in -
> [RDeviceView lockFocus], AppKit.subproj/NSView.m:3248
> 2008-08-12 16:59:58.105 R[3203] *** REngine.runREPL: caught ObjC
> exception in the main loop!
> *** Please report the following error on r-sig-mac at r-project.org
> along with the full description of how to reproduce it:
> *** reason: lockFocus sent to a view whose window is deferred and
> does not yet have a corresponding platform window
> *** name: NSInternalInconsistencyException, info: (null)
> *** Version: R 2.5.1 (42083) R.app R 2.5.1 GUI 1.20 (4535)/i386
> Consider saving your work soon in case this problem leads to a full
> crash.
>
>
> context: Trying to understand the meaning of predict in the case of
> predict.lm
>
> error occurs with qqplot(z,z.predict$fit) of very much different
> length vectors (z a matrix)
>
> predict.lm is supplied 40000 x,y pairs for a two-parameter
> regression,
> but
>
> length(z.predict$fit) is only 4912
>
> Code follows here
>
> #
> x.jH.min = 10^x.ljH.min
> x.jH.max= 10^x.ljH.max
> y.NO.min=10^y.lNO.min
> y.NO.max=10^y.lNO.max
> #
> x.jH.set = seq(x.jH.min, x.jH.max, by=x.jH.max/200)
> y.NO.set = seq(y.NO.min, y.NO.max, by=y.NO.max/200)
> #
> n.x.jH.set = length(x.jH.set)
> n.y.NO.set = length(y.NO.set)
> x.d = vector(mode="numeric",length=n.x.jH.set*n.y.NO.set)
> y.d = vector(mode="numeric",length=n.x.jH.set*n.y.NO.set)
> length(x.d)
> #
> z = matrix(nrow=length(x.jH.set),ncol=length(y.NO.set))
> dim(z)
> z=matrix(nrow=n.x.jH.set,ncol=n.y.NO.set)
> dim(z)
> ind.d = 1
> for ( xi in seq(1,n.x.jH.set) ) {
> xx = x.jH.set[xi]
> for ( yi in seq(1,n.y.NO.set) ) {
> yy = y.NO.set[yi]
> z[xi,yj] = 10^(coefficients(logfit.wt.lm)[1] + coefficients
> (logfit.wt.lm)[2]*log10(xx) + coefficients(logfit.wt.lm)[3]*log10(yy))
> x.d[ind.d] = xx
> y.d[ind.d] = yy
> ind.d = ind.d + 1
> }
> }
> ###
> #####################################################################
> ############
> #
> xy.d = data.frame(cbind(x.d,y.d))
> names(xy.d)=c("x","y")
>
> z.predict=predict(logfit.wt.lm,data=xy.d,se.fit = TRUE)
>
>
>
> ASSUMPTIONS
> ...where these condistions are more or less all you need to run the
> code snippet.
>> length(x.d)
> [1] 40000
>> x.ljH.min
> [1] 7.75
>> x.ljH.max
> [1] 10.25
>> y.lNO.min
> [1] 9.75
>> y.lNO.max
> [1] 12.25
>>
>
>> coefficients(logfit.wt.lm
> + )
> (Intercept) l.j.HCHO.m l.NO.m
> -0.4214285 0.4190370 0.5483868
>>
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>
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