If your set is just a list then
you could write a simple function:
f:=function(T,p)
local i,S,t;
S:=[];
t:=Size(T);
for i in [1..t]
do
Add(S, T[i]*p*(T[i]^-1));
od;
return(S);
end;
You can write this in some text file, e.g. prog.txt
and then you load it into Gap using Read("C:/prog.txt"), or whatever
path you have.
I hope it helps
Maciej Niebrzydowski
On 11/8/06, Fernando Fantino <[EMAIL PROTECTED]> wrote:
One question:
How do you define (in the GAP) a set by comprehension?
i.e. given a set T and an element p I want to define a set S compose by
element y of the form:
y=x * p * Inverse(x), such that x "move" over all T.
Thanks. Fernando.
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