This is fixed in maxima 5.48. The upgrade ticket 
is https://github.com/sagemath/sage/pull/40679

El martes, 18 de noviembre de 2025 a las 13:59:27 UTC+1, kcrisman escribió:

> I've opened https://sourceforge.net/p/maxima/bugs/4634/ for this, and 
> hopefully we'll hear back.  Can someone open a corresponding Sage ticket 
> which will eventually get a doctest for the same?  Thanks! 
>
> On Monday, November 17, 2025 at 10:38:54 PM UTC-5 Nils Bruin wrote:
>
>> I can confirm the behaviour you're observing ... It's really 
>> unfortunate!. This would be a result produced by maxima, so most likely 
>> it's a change due to a change in maxima version. I would call it a bug. One 
>> should probably try to reproduce it in maxima proper and then report it to 
>> maxima. Hopefully they can fix it.
>>
>> In maxima 5.47.0 I get:
>>
>> (%i1) load(simplify_sum)$
>> (%i2) simplify_sum( sum(n*(-1)^n,n,1,inf));
>> -1/4
>>
>> This happens both on sage's ECL based one and on the system maxima 
>> (running on SBCL). So I think this behaviour tracks decisively to maxima.
>>
>> On Monday, 17 November 2025 at 19:23:53 UTC-8 [email protected] wrote:
>>
>>> I have used SageMath within CoCalc for teaching Calculus 2 for several 
>>> years.
>>>
>>> In past semesters, the following code produced the output "ind":
>>>
>>>      var('n')
>>>      sum(n*(-1)^n,n,1,oo)
>>>
>>> This is expected, since the series diverges.
>>>
>>> However, this semester I changed the kernel from SageMath 10.4 to the 
>>> current SageMath 10.7. Now this same code produces the output "-1/4" [I 
>>> believe 10.5 and 10.6 behave the same way as 10.7.]
>>>
>>> I have my students compute the value of several similar series 
>>> (replacing the -1 in the code above with -2, -1/2, 1/2, 1, and 2), and all 
>>> the others are behaving the same way they always have. It is only this 
>>> series which is giving me an unexpected output.
>>>
>>> Has anyone else encountered this issue?
>>>
>>> Thanks,
>>> Aaron
>>>
>>

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