|
[Date Index]
[Thread Index]
[Author Index]
Re: Re : Re: Interpolation
- To: mathgroup at smc.vnet.net
- Subject: [mg75158] Re: Re : Re: Interpolation
- From: Albert <awnl at arcor.net>
- Date: Thu, 19 Apr 2007 04:26:24 -0400 (EDT)
- References: <evsq9b$p3$1@smc.vnet.net> <200704160808.EAA09493@smc.vnet.net> <f04ohp$9f5$1@smc.vnet.net>
Hi,
> I did what you said and of course it works. Then I realised that
> I have another problem! I do Save["tmpfile1",abcd] in the first
> notebook then Save["tmpfile2",abcd] and so on. The problem is that
> all variables have the same name in each notebook. I have abc and d
> with the same definition. I built one notebook on the first
> set of data then I renamed the notebook and just change the name
> of the dataset I'm doing the same calculations on all data sets.
>
> Now is it possible to change the name of variables when I do a save.
> Or do I have to go back in each notebook and change the variable names.
I think the easiest way to achieve what you need is to create the
symbols you save in a specific context, that is put a
Begin["notebook1`"] at the beginning of notebook 1 and corresponding
lines to the other notebooks. The Save then should save the variables as
notebook1`abcd and notebook2`abcd respectively. When loading the saved
files, you of course need to refer to the variables with the full long
name, that is notebook1`abcd and notebook2`abcd.
Another possibility to achieve what you want is to switch namespaces
when you _load_ the files. Then you do not even need to recreate the
saved files that you allready have. This would be something along the lines:
Begin["n1`"]
Get["tmpfile1"]
End[]
Begin["n2`"]
Get["tmpfile2"]
End[]
(*example: compare two results: *)
n1`abcd == n2`abcd
I have not tested any of the suggestions but am very positive that you
can get things running this way, still you might need to experiment a
little to get it work.
hth,
albert
Prev by Date:
Re: Interpreting the solutions
Next by Date:
Re: neat way to program minimum of sum
Previous by thread:
Re : Re: Interpolation
Next by thread:
Differentiation and evaluation of function
|