Are the equations necessary to implement or do there exist pre-made functions that compute boolean operations?
hteo
Union, intersection and set difference are max(A, B), min(A, B) and min(A, -B). But this blobby operation definitely isn't a boolean operation, and there might be other cool ways to combine two implicit surfaces that aren't boolean either.
adampahlavan
What equation would lead to the picture in the top left (the second one in the row) of two blobs being connected by a thin droplet?
sc2019
If you look at the f = 0.4 picture you can see how the peaks are connected by a thin droplet since the plane is just barely cutting off the intersection of the Gaussians
et17
How are the center points of the Gaussians determined/decided?
et17
How do you transform from these 2D Gaussians to 3D?
Are the equations necessary to implement or do there exist pre-made functions that compute boolean operations?
Union, intersection and set difference are max(A, B), min(A, B) and min(A, -B). But this blobby operation definitely isn't a boolean operation, and there might be other cool ways to combine two implicit surfaces that aren't boolean either.
What equation would lead to the picture in the top left (the second one in the row) of two blobs being connected by a thin droplet?
If you look at the f = 0.4 picture you can see how the peaks are connected by a thin droplet since the plane is just barely cutting off the intersection of the Gaussians
How are the center points of the Gaussians determined/decided?
How do you transform from these 2D Gaussians to 3D?