It's kind of strange, because there is a single objectively correct rendering for any vector graphics scene given a pixel sampling function and colorspace metric (the one where each output pixel's value is the closest representable color to the convolution of that function with the scene, expressed as a function from R^2 to R and a linear color scheme respectively), and it seems like it would be achievable with GPU compute and some care with error bounds on either curve tessellation or numerical computation of the exact symbolic integrals of curves.
And it also seems easy to make such a solution have a tunable level of approximation to have faster rendering.