[R] ave function

[arun]

Hi,
You could try:
 lapply(split(Clean,list(Clean$TERM,Clean$INST_NUM)),function(x) shapiro.test(x$GRADE))
A.K.




----- Original Message -----
From: Robert Lynch <robert.b.lynch at gmail.com>
To: r-help at r-project.org
Cc: 
Sent: Tuesday, August 13, 2013 1:46 PM
Subject: [R] ave function

I've written the following function
CoursePrep <- function (Source, SaveName) {


  Clean$TERM <- as.factor(Clean$TERM)

  Clean$INST_NUM <- as.factor(Clean$INST_NUM)
  Clean$zGrade <- with(Clean, ave(GRADE., list(TERM, INST_NUM), FUN =
scale))
  write.csv(Clean,paste(SaveName, "csv", sep ="."), row.names = FALSE)
  return(Clean)
}

which is all well and good, but I wan't to throw a shapiro.test in before I
normalize.  that is I don't really understand quite how I did ( I got help)
what I wanted to in the
Clean$zGrade <- with(Clean, ave(GRADE., list(TERM, INST_NUM), FUN = scale))
that code for the whole of Clean finds all sets of GRADE.'s that have the
same INST_NUM and TERM computes a mean, subtracts off the mean and divides
by the standard deviation. I would like to for each one of those sets of
grades to call shapiro.test() on the set, to see if it is normal *before* I
assume it is.

I know the naive
with(Clean, shapiro.test( list(TERM, INST_NUM)))
doesn't work.
with(Clean, ave(GRADE., list(TERM, INST_NUM), FUN =
function(x)shapiro.test(x)))

which returns
Error in shapiro.test(x) : sample size must be between 3 and 5000
and I have checked that the sets selected are all of length between 3 and
5000.
using the following on my full data

ClassSize <- with(Clean, ave(GRADE., list(TERM, INST_NUM), FUN =
function(x)length(x)))
> summary(ClassSize)
   Min. 1st Qu.  Median    Mean 3rd Qu.    Max.
   22.0   198.0   241.0   244.4   279.0   466.0

here is some sample data
GRADE     TERM     INST_NUM
1,              9,           1
2,              9,           1
3,              9,           1
1.5,           8,           2
1.75,         8,           2
2,              8,          2
0.5,           9,           2
2,              9,          2
3.5,           9,          2
3.5,            8,         1
3.75,          8,         1
4,               8,          1

and hopefully the code would test the following set of grades
(1,2,3)(1.5,1.75,2)(0.5,2,3.5)(3.5,3.75,4)

Thanks Robert

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