Le dimanche 25 octobre 2015 04:51:06 UTC+1, Waldek Hebisch a écrit :
>
> Thomas Baruchel wrote: 
> > 
> > I think the package is ready now; 
> > 
> > https://github.com/baruchel/numerical-routines/tree/master/spad 
> > 
> > The PSLQ (which was once selected as one of the "Top Ten Algorithms of 
> the 
> > Century) (see: https://en.wikipedia.org/wiki/Integer_relation_algorithm 
> ) 
> > is an algorithm useful for detecting integer relations between numerical 
> > values. Thus it is a very useful algorithm for "experimental 
> mathematics". 
>   
> Some comments: 
>
> - we do not have PSLQ, so will be happy to include your routine 
> - I have unfinished version of LLL routine which can be 
>

I would be very happy to have this package included in Fricas; I began to 
clean the code according to your comments.
I also added a maximum number of iterations (in order to avoid infinite 
loops when requested precision is higher than current
number of digits).

Would you like me to include in my package an "algdep" function for 
guessing a polynomial from a numerical root (if any)?

I encounter some problems while tring to convert some matrices to 
Matrix(Integer) type because I need to mix
floats and integers in the computations, and I couldn't manage to coerce a 
rounded float to an integer type!
How can I round a float to an integer in a compiled spad code?

Best regards, tb.

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