Waldek Hebisch <[email protected]> writes:

>>  
>>  testcase "guessADE ellip"
>>  -- guess ADE for elliptic functions
>> -Coeff := Fraction(UnivariatePolynomial('k,Integer))
>> -Uts := UnivariateTaylorSeries(Coeff, 'x, 0)
>> -Ets := EllipticFunctionsUnivariateTaylorSeries(Coeff, Uts)
>> -snk := sn(x::Uts, k::Coeff)$Ets
>> +Coeff := Fraction(UnivariatePolynomial('k,Integer));
>> +Uts := UnivariateTaylorSeries(Coeff, 'x, 0);
>> +Ets := EllipticFunctionsUnivariateTaylorSeries(Coeff, Uts);
>> +snk := sn(x::Uts, k::Coeff)$Ets;
>>  ll := entries(complete(first(coefficients(snk), 25)))
>> -f := operator 'f
>> +f := operator 'f;
>>  
>
> Martin, I deliberatly made it noisy: when everthing is OK I do
> not look at details anyway.  And when we have failures the
> messages are quite useful for debugging.

sorry about that.  I didn't realise that...  Feel free to revert,
modify, etc.

Martin

PS: I get a failure message similar to the ones we had above
(unfortunately, I don't have internet access on my notebook where I have
the modified sources right now, so details have to wait), when trying to
guess an algebraic dependency... In case you are interested, I'll send
details as soon as possible.

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