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• Increase Max Pool Size ERROR when using SYBASE ASE ADO.NET data provider

  - by Brani

  I have made a program in VB.net (visual studio 2003) that connects to a SYBASE ASE database using the ADO.NET data provider. Recently, after a hard disk failure, I restored the program's code from a (rather old) backup. But now the connection fails with a message that does not remind me of anything that I have seen before. Here is the code and the error message: Dim cn As New AseConnection("Data Source='my_server';Port='5000';UID='sa';PWD='my_pwd';Database='my_db';") cn.Open() Error message: Sybase.Data.AseClient.AseException - Cannot allocate more connections. Connection pool is at maximum. Increase Max Pool Size Can anybody help me?

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• Command history in R

  - by Brani

  Is there any IDE -from the ones supporting R-, that gives access to the command history (at least to the current session's commands)? Or is there a way to get a (character or expression) vector with those commands in R? For those of you that have been using MATLAB, I mean something like the Command History window there.. Thank you

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• R in a netbook - system requirements for using R

  - by Brani

  I know it's not a programming question but I'm in a hurry to choose a netbook like this and I haven't been able to find the minimum system requirements for an R installation (e.g. minimum RAM). I am interested in a small netbook so as to be able to use it in class. Has anybody used R in a netbook that would recommend for that use?

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• Is there an expand.grid like function in R, returning permutations ?

  - by Brani

  To become more specific, here is an example: > expand.grid(5, 5, c(1:4,6),c(1:4,6)) Var1 Var2 Var3 Var4 1 5 5 1 1 2 5 5 2 1 3 5 5 3 1 4 5 5 4 1 5 5 5 6 1 6 5 5 1 2 7 5 5 2 2 8 5 5 3 2 9 5 5 4 2 10 5 5 6 2 11 5 5 1 3 12 5 5 2 3 13 5 5 3 3 14 5 5 4 3 15 5 5 6 3 16 5 5 1 4 17 5 5 2 4 18 5 5 3 4 19 5 5 4 4 20 5 5 6 4 21 5 5 1 6 22 5 5 2 6 23 5 5 3 6 24 5 5 4 6 25 5 5 6 6 This data frame was created from all combinations of the supplied vectors. I would like to create a similar data frame from all permutations of the supplied vectors. Notice that each row must contain exactly 2 fives, yet not necessarily as the fist two elements. Thank you.

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• pfc_Validation event coding example

  - by Brani

  Could you give me an example of the way I should code into the pfc_Validation event? This is an event that I have never used. For example here is something I have coded in the ue_itemchanged event. if dwo.name = 'theme' then This.Setitem(row,"theme",wf_clean_up_text(data)) end if if dwo.name = 'Comments' then This.Setitem(row,"Comments",wf_clean_up_text(data)) end if Which is the proper way of coding those validations in the pfc_Validation event , so that they are performed only on save-time?

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• How can I find out how many rows of a matrix satisfy a rather complicated criterion (in R)?

  - by Brani

  As an example, here is a way to get a matrix of all possible outcomes of rolling 4 (fair) dice. z <- as.matrix(expand.grid(c(1:6),c(1:6),c(1:6),c(1:6))) As you may already have understood, I'm trying to work out a question that was closed, though, in my opinion, it's a challenging one. I used counting techniques to solve it (I mean by hand) and I finaly arrived to a number of outcomes, with a sum of subset being 5, equal to 1083 out of 1296. That result is consistent with the answers provided to that question, before it was closed. I was wondering how could that subset of outcomes (say z1, where dim(z1) = [1083,4] ) be generated using R. Do you have any ideas? Thank you.

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• Generate (in R) a matrix of all possible outcomes for throwing n dice (ignoring order)

  - by Brani

  In cases where order does matter, it's rather easy to generate the matrix of all possible outcomes. One way for doing this is using expand.grid as shown here. What if it doesn't? If I'm right, the number of possible combinations is (S+N-1)!/S!(N-1)!, where S is the number of dice, each with N sides numbered 1 through N. (It is different from the well known combinations formula because it is possible for the same number to appear on more than one dice). For example, when throwing four six-sided dice, N=6 and S=4, so the number of possible combinations is (4+6-1)!/4!(6-1)! = 9!/4!x5! = 126. How can I generate a matrix of these 126 possible outcomes? Thank you.

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• Clear R Console programmatically

  - by Brani

  Is there a way to invoke the Clear Console (Ctrl+L) menu command programmatically?

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• Generate a matrix of all possible outcomes for throwing n dice (ignoring order)

  - by Brani

  In cases where order does matter, it's rather easy to generate the matrix of all possible outcomes. One way for doing this is using expand.grid as shown here. What if it doesn't? If I'm right, the number of possible combinations is (S+N-1)!/S!(N-1)!, where S is the number of dice, each with N sides numbered 1 through N. (It is different from the well known combinations formula because it is possible for the same number to appear on more than one dice). For example, when throwing four six-sided dice, N=6 and S=4, so the number of possible combinations is (4+6-1)!/4!(6-1)! = 9!/4!x5! = 126. How can I generate a matrix of these 126 possible outcomes? Thank you.

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