Meet "Wavelet Rasterization" by J. Manson and S. Schaefer, from the paper:
> Because we evaluate wavelet coefficients through line integrals in 2D, we are able to derive analytic solutions for polygons that have BeĢzier curve boundaries of any order, and we provide solutions for quadratic and cubic curves.
> Because we evaluate wavelet coefficients through line integrals in 2D, we are able to derive analytic solutions for polygons that have BeĢzier curve boundaries of any order, and we provide solutions for quadratic and cubic curves.