- #1
Dox
- 26
- 1
Hello.
In a certain problem I'm interested on, I need to write a general form of the parametrization of a closed curve on [tex]\mathbb{R}^3[/tex].
I thought in parametrize it using a kind of Fourier series. Could it be possible?
Thing become even worse 'cause I'd like to the curve doesn't cross itself.
Every idea is welcome.
Best wishes.
In a certain problem I'm interested on, I need to write a general form of the parametrization of a closed curve on [tex]\mathbb{R}^3[/tex].
I thought in parametrize it using a kind of Fourier series. Could it be possible?
Thing become even worse 'cause I'd like to the curve doesn't cross itself.
Every idea is welcome.
Best wishes.