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@tombies@social.tchncs.de @strawberryfieldsforever
I think it would be more of a ellipsoidal involute

@freemo
Ahh I see computation limitations though even with a symbolic answer that could be a problem as you can't expect the answer would come out to be a simple equation.
One thing you can do is try to find the numerical integration answers with very high precision and then find a fitting function for the results that approximates it to your required want and is not computationally costly

@freemo
Yes though if you aim for unlimited precision then maybe change of perspective can help in symbolic answers

@freemo
As long as the function is continuos it is integratable in the formal sense. I have no idea what exactly you said here but if you are going in reverse then you should be differentiating.

@calculsoberic@mstdn.social
Then go play with him

@meeper
There listerally no one stopping you from not using GNU

@gummibunny
Wow police chasing off mexicans gives thrill to other mexicans :ablobderpy:

@LoStz
I chill in 45°C sunshine of southern India what else you want

@tombies@social.tchncs.de @strawberryfieldsforever
Yes that statement is said from the perspective of an American

@strawberryfieldsforever
How will I store my AR-15 in a TaTa Nano??
Don't europeans die when they go out without taking a couple of shotguns??

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