On Jan 16, 2008 10:34 AM, Kiran Kedlaya <[EMAIL PROTECTED]> wrote:
>
> Before proceeding, let me thank William for answering my original
> question. In the case I was interested in, the number of return values
> does not vary in any funny way, so I can use nvals to get what I want
> back out.
>
> But in the example of IsIsomorphic, there seems to be a problem. If I
> start Magma and type
>
> > E := EllipticCurve([2,1]);
> > F := EllipticCurve([5,1]);
> > bool, phi := IsIsomorphic(E,F);
>
> then the identifier phi remains undefined! And in Sage, if I type
>
> sage: E = magma.EllipticCurve([2,1]);
> sage: F = magma.EllipticCurve([5,1])
> sage: bool, phi = magma.IsIsomorphic(E, F, nvals=2)
>
> this generates an error:
>
> <type 'exceptions.RuntimeError'>: Error evaluation Magma code.
> IN:_sage_[9], _sage_[10] := IsIsomorphic(_sage_[4],_sage_[8]);
> OUT:
> >> _sage_[9], _sage_[10] := IsIsomorphic(_sage_[4],_sage_[8]);
>                     ^
> Runtime error in :=: Illegal undefined assignment for LHS index
> assignment
>
> In a perfect world, the above would run and produce bool == False, phi
> == None. Sigh.

Yet another example of the Magma semantics being a pain.
They don't even use a notion of None.  Argh.

Anyway, it might be possible to program around the above
problem via some complicated Magma trickiery.  Definitely
report it as a bug to the Sage tracer.

William

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