Hello everybody !!!
I am trying to make Linear Programming in Sage a bit easier, and I
looked into Sage's features concerning multivariate polynomials...
I first wanted indexed variables, and it seems pretty easy to build :
y = RR['y0, y1, y2'].gens()
and then
y[0]*y[1]
But I have two questions now :
* Could it be possible to define variables indexed two times ?
Something like y[0][1]*y[2][3] ?
Could it even be possible to define "dictionary" variables ( I
mean a dictionary of variables )
y["g"]*y["h"]
* Besides, when I have on one hand a variable y :
y = RR['y0, y1, y2'].gens()
And a variable x :
x = RR['x0, x1, x2'].gens()
How can I easily multiply x[0]*y[2] or add them ?
My problem is that I would like to easily ( from the syntaxical point
of view ) be able to define linear functions on formal variables,
under the constraints that I never know how many variables I will have
to use in the end ( I prefer not having to declare them at the
beginning ), and also that I may need a variable x[10][30] without
needing a variable x[2][6] ( it would be very handy for me to be able
to declare "dictionary" variables )
I know I may ask a lot, though.... :-)
Thank you for your help !!!!
Nathann
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