[R] mean from list

2006-02-12 Thread statistical . model
hi all,
I have a simple problem that i am not able to solve. I've a list called
datalist with the following structure:

[...]

[[10]]
[[10]]$a

 -1  0  1
  -1 31  5  2
  0   6  7  5
  1   1  7 36

[[10]]$b

 -1  0  1
  -1 31  5  2
  0   6  7  5
  1   1  7 36

[[10]]$c
[1] 0.855

[[10]]$d
[1] 0.855

[...]

with [[1]] ... [[100]]. How can i get the mean value of datalist[[x]]$d,
where x represents all elements from 1 to 1000 ?

thanks in advance

Roberto Furlan
University of Turin


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[R] R: mean from list

2006-02-12 Thread statistical . model
great!! thanks very much, mean(unlist(lapply(listdata, function(z) z$c)))
works well.
and what about getting the average table $a (displaying the average elements
across all 1000 matrix)? could you please help me? I am struggling with
this...

thanks in advance
Roberto



mean(unlist(lapply(x, function(z) z$d))) should do the trick

On Sun, 12 Feb 2006 20:06:12 +, [EMAIL PROTECTED] wrote:

 hi all,
 I have a simple problem that i am not able to solve. I've a list called
 datalist with the following structure:
 
 [...]
 
 [[10]]
 [[10]]$a
 
  -1  0  1
   -1 31  5  2
   0   6  7  5
   1   1  7 36
 
 [[10]]$b
 
  -1  0  1
   -1 31  5  2
   0   6  7  5
   1   1  7 36
 
 [[10]]$c
 [1] 0.855
 
 [[10]]$d
 [1] 0.855
 
 [...]
 
 with [[1]] ... [[100]]. How can i get the mean value of datalist[[x]]$d,
 where x represents all elements from 1 to 1000 ?
 
 thanks in advance
 
 Roberto Furlan
 University of Turin
 
 
 La mia Cartella di Posta in Arrivo è protetta da SPAMfighter
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 Scarica gratuitamente SPAMfighter!
 
 __
 R-help@stat.math.ethz.ch mailing list
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Rajarshi Guha
[EMAIL PROTECTED]
http://jijo.cjb.net


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[R] plots

2006-02-11 Thread statistical . model
Hi all,
I have a basic question. how can i visualize two or more density curves on
the same plot?

ex:
x1-runif(100,10,80)
x2-runif(100,1,100)
kernelgraf-density(x1,kernel = gaussian, width= 20)
plot(kernelgraf, xlab=Probability, xlim=c(0,100), ylim=c(0,.1),
col=rgb(0,1,0), main=)
kernelgraf-density(x2,kernel = gaussian, width= 20)
points(kernelgraf, xlab=Probability, xlim=c(0,100), ylim=c(0,.1),
col=rgb(0,0,1), main=)

here i am using plot + points, but i do not like the graphical output for
points.

can anybody help me?

thanks in advance

Roberto Furlan
University of Turin



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[R] Shapley Values

2006-02-07 Thread statistical . model
Hi,
I am trying to compute the Shapley Values between a set of p independent
variables (x1, ..., xp) and the dependent variable y to study the
relationships.

I believe that the package kappalab could be an appropriate choice.
Is anybody able to give me some hints about the code I should write?
Any better package?

thanks in advance!

Roberto Furlan
University of Turin


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[R] Shapley Values

2006-02-06 Thread statistical . model
Hi,
I am trying to compute the Shapley Values between a set of p independent
variables (x1, ..., xp) and the dependent variable y to study the
relationships.

I believe that the package kappalab could be an appropriate choice.

Is anybody able to give me some hints about the code I should write?
Any better package?

thanks in advance!

Roberto Furlan
University of Turin





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[R] homogeneity index

2006-01-29 Thread statistical . model
Hi,
i would like to have an homogeneity index to compare the homogeneity of
matrices like:

 1  2  3  4  5  6  7  8  9 10 11 12
  1 5 11 12  6 21 14 13  8 15 12 12
  2   12 12  9  8 11 14 15 12 17 18
  3  10 13 18 14 16  9 14  8 12
  4 12 14 11  7 17 12 14  9
  511 12 12  9 19 15 13
  69  8 13 12 13  6
  7  11 15  9 11 16
  8 15 10 14 14
  915  9 14
  10   3 12
  11 13
  12
These are treatments in a factorial design. My aim is to get a summary index
for the balance property and to compare this score across different
matrices.

I would like to have a pure number in order to get a score non affected by
the number of elements in the matrix and their magnitude. I would like an
index ranging between 0 and 1.
What would you suggest? any index already written in R?

thanks in advance

Roberto Furlan
University of Torino




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[R] R: fractional factorial design in R

2006-01-24 Thread statistical . model
If an orthogonal main effect plan exists for the number of trials you 
specify, optFederov() in AlgDesign will more than likely find it for 
you, since such a design should be an optimal design.

thanks very much to you and the others!!
I have written a little function, and now the syntax to obtain an orthogonal
design such as 2x4x3x2 is:


design.test - gen.orthogonal.design(c(2,4,3,2))


gen.orthogonal.design - function(listFactors){
library(AlgDesign)
FactorsNames-c(A,B,C,D,E,F,G,H,J,K,L)
numFactors-length(listFactors)

dat-gen.factorial(listFactors,center=FALSE,varNames=FactorsNames[1:numFacto
rs])
desPB-optFederov(~.,dat,nRepeats=20,approximate=TRUE)
design-desPB$design[,2:numFactors]
cat(Minimum number of trials: , fill=T, length(design[,1]),
append=T)
#cor(design)
return(design)
}


Roberto Furlan
University of Turin, Italy




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[R] R: fractional factorial design in R

2006-01-24 Thread statistical . model
sorry, some small mistakes in the previuos syntax. This works!

design.test - gen.orthogonal.design(c(2,4,3),numCards=16)
design.test

gen.orthogonal.design - function(listFactors,numCards){
library(AlgDesign)
FactorsNames-c(A,B,C,D,E,F,G,H,J,K,L)
numFactors-length(listFactors)

dat-gen.factorial(listFactors,center=FALSE,varNames=FactorsNames[1:numFacto
rs])

desPB-optFederov(~.,dat,nRepeats=20,approximate=FALSE,nTrials=numCards)
design-desPB$design#[,2:(numFactors+1)]
cat(Number of trials: , fill=T, length(design[,1]), append=T)
print(cor(design))
return(design)
}

However, it is necessary to run the function and guess numCards until the
correlation matrix is diagonal and all levels are selected for the final
design.
Any idea how to solve this problem without an iterative function?

Roberto Furlan
University of Turin, Italy


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[R] R: fractional factorial design in R

2006-01-23 Thread statistical . model

Hi! 
thanks for your response!

unfortunately, fractional factorial designs typically require all factors
to 
have the same number of levels. Hence, your 2x3x3x5x2 example is not a
simple 
special case of a fractional factorial design. 
There are some special plans for mixed level designs, but the conf.design 
function requires all factors to have the same number of levels, as you can 
also find in its help:
p: The common number of levels for each factor.  Must be a prime 
  number.
ffDesMatrix from package BHH2 is even worse, since it requires all factors
to 
have 2 levels:
k: numeric. The number of 2-levels design factors in the
  designs. 


I've tried both ffDesMatrix and conf.design and i realized that they cannot
help me for the problem above.

At the moment, I am using an SPSS function (orthoplan) for my needs. It
provides factorial design with only main effects (small orthogonal designs).
Since SPSS is very expensive (in particular with this add-on), I would like
to use R as for all my other projects and research activity.

Do you know any other way to produce these designs in R?

Thanks in advance,

Roberto Furlan
University of Turin, Italy




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[R] R: fractional factorial design in R

2006-01-23 Thread statistical . model
 Yes, you're right. For, say, a 3 x 5 design, one can do this in as few as
7
runs -- but only in general by some version of one-factor-at-a-time (OFAT)
designs, which are inefficient.  It is easy, via, say model.matrix() to
write a general function to produce these. But I think it's a bad idea; more
efiicient algorithmic designs are better, IMO, which is why I suggested
AlgDesign. You and others are free to disagree, of course.

Hi Bert,
thanks for your suggestion.
However, let us say that i need a 2x2x2x3x3x3 design, which should not be
too hard.
I've loaded AlgDesign, and i am aware now that gen.factorial allows me to
create a full desing. But how to create a main-effects-only factorial design
(orthogonal)?
I am still not able to produce what i need. The function
model.matrix.formula is not very clear... :(

Could you please indicate which syntax should i use? I'd really appreciate
your help.

Thanks in advance,

Roberto Furlan
University of Turin, Italy



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