Not really, but it may help. I do not see why it idoes not work.

El domingo, 21 de diciembre de 2025 a las 14:53:44 UTC+1, [email protected] 
escribió:

> On Sun, Dec 21, 2025 at 5:48 AM Enrique Artal <[email protected]> wrote:
>
>> I think that this code has been successful once:
>> R.<x, y> = QQ[]
>> T.<t> = QQ[]
>> sb = {x: t, y: t^2}
>> X = vector(R.gens())
>> X.subs(sb)
>>
>> This one works:
>>
>> R.<x, y, z> = QQ[]
>> T.<t, t0, t1> = QQ[]
>> F = (y * z - x^2)^2 - x^3 * z
>> sb = {x:t^2, y:t^3 + t^4, z:1}
>> X = vector(R.gens())
>> X.subs(sb)
>>
>> But the result is (x^2, x^4 + x^3, 1)
>>
>> What am I doing wrong
>>
>
> Do you need the ring T?
>
>
> R.<x, y, z, t> = QQ[]
>
> sb = {x:t^2, y:t^3 + t^4, z:1}
>
> X = vector([x,y,z])
> X.subs(x=t^2, y=t^3 + t^4, z=1)
>
> works for me.
>  
>
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