We know the implicit equation for building a Taubin's heart surface: $$\\\left(x^2+\frac{9y^2}{4}+z^2-1\right)^3-x^2 z^3-\frac{9y^2 z^3}{80}=0$$
Can we convert to parametric equation equivalent?
What tools can we use to solve this?
If the answer is positive, i am interested about parametric equation for this surface
Best Answer
I am not sure, if it's too late for helping, but you can try below an alternative equation to plot a parametric heart surface.
Julia's parametric heart surface equation:
In Wolfram Mathematica Code:
Julia's parametric heart surface